diff --git a/.devcontainer/devcontainer.json b/.devcontainer/devcontainer.json index 96b9f54aad..28ba75bfd2 100644 --- a/.devcontainer/devcontainer.json +++ b/.devcontainer/devcontainer.json @@ -2,7 +2,7 @@ "build": { "dockerfile": "Dockerfile", "args": { - "GEOS_TPL_TAG": "276-558" + "GEOS_TPL_TAG": "288-584" } }, "runArgs": [ diff --git a/.github/workflows/ci_tests.yml b/.github/workflows/ci_tests.yml index de05423bc8..538260dea8 100644 --- a/.github/workflows/ci_tests.yml +++ b/.github/workflows/ci_tests.yml @@ -338,7 +338,7 @@ jobs: DOCKER_CERTS_DIR: "/etc/pki/ca-trust/source/anchors" DOCKER_CERTS_UPDATE_COMMAND: "update-ca-trust" - - name: Pangea 3 (AlmaLinux 8.8, gcc 9.4.0, open-mpi 4.1.2, cuda 11.5.0, openblas 0.3.10) + - name: Pangea 3 CUDA (AlmaLinux 8.8, gcc 9.4.0, open-mpi 4.1.2, cuda 11.5.0, openblas 0.3.10) BUILD_AND_TEST_CLI_ARGS: "--build-exe-only --no-install-schema" CMAKE_BUILD_TYPE: Release BUILD_GENERATOR: "--makefile" diff --git a/.integrated_tests.yaml b/.integrated_tests.yaml index 94c95c593c..6dfbf981b0 100644 --- a/.integrated_tests.yaml +++ b/.integrated_tests.yaml @@ -1,6 +1,6 @@ baselines: bucket: geosx - baseline: integratedTests/baseline_integratedTests-pr3434-8663-1be8ad2 + baseline: integratedTests/baseline_integratedTests-pr3479-9362-cffefcc allow_fail: all: '' streak: '' diff --git a/BASELINE_NOTES.md b/BASELINE_NOTES.md index 5c416ca282..0bc5c80f56 100644 --- a/BASELINE_NOTES.md +++ b/BASELINE_NOTES.md @@ -6,6 +6,62 @@ This file is designed to track changes to the integrated test baselines. Any developer who updates the baseline ID in the .integrated_tests.yaml file is expected to create an entry in this file with the pull request number, date, and their justification for rebaselining. These notes should be in reverse-chronological order, and use the following time format: (YYYY-MM-DD). +PR #3479 (2024-12-15) +===================== +Refine inputFiles/compositionalMultiphaseFlow: shift reference pressures to initial pressures, make nonlinear tuning more reasonable, minimize output. + +PR #3450 (2024-12-14) +===================== +Fix timestep selector flaw in SolidMechanicsLagrangeContact. + +PR #3450 (2024-12-08) +===================== +Added test for explicit runge kutta sprinslider. + +PR #3480 (2024-12-06) +===================== +Add "logLevel" parameter under /Problem/Outputs in baseline files + +PR #3361 (2024-12-03) +===================== +Revert default gravity treatment to old version. Make the way introduced in #3337 optional. + +PR #3361 (2024-12-03) +===================== +Baseline diffs after reimplementation of wave equation acoustic gradient for velocity and density parameters: new field "partialGradient2" and "pressureForward" field replacing "pressureDoubleDerivative". + +PR #3393 (2024-12-02) +===================== +Fix netToGross bug. + +PR #3381 (2024-12-01) +===================== +A few baseline diffs for order FaceElementSubRegion::m_toFacesRelation map. Not sure why this was changed by this PR, but the previous order seems incorrect for a couple of cases. + +PR #2957 (2024-11-27) +===================== +Added ExternalDataRepository. + +PR #3448 (2024-11-21) +===================== +Switched the FaceElementSubRegion::m_toFacesRelation and FaceElementSubRegion::m_2dElemToElems back to array2d instead of ArrayOfArray. This results in a reordering m_toFacesRelation back to the "correct" assumed order of "original face first". This fixes a bug that failed to remove the CellStencil entry when a FaceElement splits two cells. + +PR #2637 (2024-11-21) +===================== +Added numberOfTargetProcesses. + +PR #3439 (2024-11-20) +===================== +EDFM bugfixes: derivatives sign, frac/cell element volume, fix apertures inconsistency in test cases. + +PR ##3440 (2024-11-18) +===================== +Added Lagrange multiplier with bubble functions stabilization (sli only) and possibility to specify a slip. + +PR #3339 (2024-11-14) +===================== +Hypre improvements, rebaseline is due to field value change (amgNumFunctions). + PR #3434 (2024-11-09) ===================== Bugfix: Fixed output of ArrayOfArray objects to restart files. diff --git a/COPYRIGHT b/COPYRIGHT index 75b72981c2..8f0b0b47cb 100644 --- a/COPYRIGHT +++ b/COPYRIGHT @@ -8,7 +8,7 @@ contributors. The following copyright applies to each file in the GEOS distribution, unless otherwise stated in the file: * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/RELEASE b/RELEASE deleted file mode 100644 index 4d39ef0a36..0000000000 --- a/RELEASE +++ /dev/null @@ -1,13 +0,0 @@ -******************************************************************************* - -GEOSX version 0.2.0 - - Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - Copyright (c) 2018-2020 TotalEnergies - Copyright (c) 2019- GEOSX Contributors - All rights reserved. See details in the file LICENSE. - -Unlimited Open Source - LGPL v2.1 Distribution -LLNL-CODE-812638 -OCEC-18-039 diff --git a/RELEASE_NOTES.md b/RELEASE_NOTES.md deleted file mode 100644 index 5a0dc167c9..0000000000 --- a/RELEASE_NOTES.md +++ /dev/null @@ -1,82 +0,0 @@ -[comment]: # (-----------------------------------------------------------------) -[comment]: # (SPDX-License-Identifier: LGPL-2.1-only) -[comment]: # -[comment]: # (Copyright 2018-2020 Lawrence Livermore National Security LLC) -[comment]: # (Copyright 2018-2020 The Board of Trustees of the Leland Stanford) -[comment]: # ( Junior University) -[comment]: # (Copyright 2018-2020 Total, S.A) -[comment]: # (Copyright 2019- GEOSX Contributors) -[comment]: # (All right reserved) -[comment]: # -[comment]: # (For more details see:) -[comment]: # ( https://github.com/GEOS-DEV/GEOS/LICENSE) -[comment]: # ( https://github.com/GEOS-DEV/GEOS/COPYRIGHT) -[comment]: # ( https://github.com/GEOS-DEV/GEOS/CONTRIBUTORS) -[comment]: # ( https://github.com/GEOS-DEV/GEOS/NOTICE) -[comment]: # ( https://github.com/GEOS-DEV/GEOS/ACKNOWLEDGEMENTS) -[comment]: # ( https://github.com/GEOS-DEV/GEOS/RELEASE) - - -Version v0.2.0 -- Release date 2020-06-20 -========================================== -* Extensive updates to Data Repository -* Discretization - * Finite element interface - * Kernel launching interface looping abstraction - * Element formulations for 1st order: - * 8-node hexahedron - * 6-node wedge - * 5-node pyramid - * 4-node tetrahedron - * Cell-centered Finite Volume method with Two-point Flux Approximation (TPFA) - * Hybrid Finite Volume method with TPFA and quasi-TPFA inner products -* Physics Solvers - * Solid mechanics explicit on GPU, implicit assembly on GPU - * Single-phase flow (assembly on GPU) - * Classical FVM and Hybrid FVM formulations - * Porous matrix and DFM fracture flow - * Compositional multiphase flow (assembly on GPU) - * Fully implicit isothermal overall composition formulation - * Fluid constitutive models: - * Equation-of-state hydrocarbon compositional - * Three-phase extended black-oil - * Two-phase CO2-brine - * Multi-segmented wells for single phase and compositional multiphase flow (assembly on GPU) - * Surface Generation - * Topology change (legacy GEOS approach) -* Embedded Discrete Fractures - * Enriched finite element method for the discretization of the mechanics - * Piecewise constant displacement jump enrichment - * Hydrofracture solver (legacy GEOS approach) - * Small strain aligned contact using Lagrange multipliers - * Discrete fracture model using a low-order stabilized mixed finite element method - * Proppant Transport Solver - * FVM formulation - * Major physical processes modeled: - * Proppant-fluid slurry flow and multicomponent transport in fractures - * Proppant gravitational settling - * Proppant bed build-up and development space -* Mesh Structure - * Introduced the concept of extrinsic mesh data - * Fracture elements to represent FV cells in fractures -* VTK output -* Linear algebra interface layers for Hypre, Trilinos, Petsc - * Common interface for supported linear algebra packages - * Krylov solvers (CG, GMRES, BiCGSTAB) - * Preconditioners (algebraic multigrid, incomplete factorizations) - * Block matrix and vector support - * Serial and parallel direct solvers - - -Version v0.1.0 -- Release date 2018-02-15 -========================================== -Initial Code Release containing: -* Data Repository - * Group - * Wrapper - * Input processing -* Physics solver hierarchy - * Solid Mechanics -* Mesh data structure - * NodeManager, EdgeManager, FaceManager, ElementManager - * Silo Output diff --git a/examples/ObjectCatalog/Base.hpp b/examples/ObjectCatalog/Base.hpp index 19ba0cb73e..2075058c05 100644 --- a/examples/ObjectCatalog/Base.hpp +++ b/examples/ObjectCatalog/Base.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/examples/ObjectCatalog/Derived1.cpp b/examples/ObjectCatalog/Derived1.cpp index 8f688f3d48..ef257e85a7 100644 --- a/examples/ObjectCatalog/Derived1.cpp +++ b/examples/ObjectCatalog/Derived1.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/examples/ObjectCatalog/Derived1.hpp b/examples/ObjectCatalog/Derived1.hpp index 49ec9755ea..557ae84e40 100644 --- a/examples/ObjectCatalog/Derived1.hpp +++ b/examples/ObjectCatalog/Derived1.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/examples/ObjectCatalog/Derived2.cpp b/examples/ObjectCatalog/Derived2.cpp index 3c43129c01..59e61ad94d 100644 --- a/examples/ObjectCatalog/Derived2.cpp +++ b/examples/ObjectCatalog/Derived2.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 Total, S.A - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/examples/ObjectCatalog/Derived2.hpp b/examples/ObjectCatalog/Derived2.hpp index bb06254d07..bc3ebede41 100644 --- a/examples/ObjectCatalog/Derived2.hpp +++ b/examples/ObjectCatalog/Derived2.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/examples/ObjectCatalog/main.cpp b/examples/ObjectCatalog/main.cpp index 11452b82e9..2a9ed5ba43 100644 --- a/examples/ObjectCatalog/main.cpp +++ b/examples/ObjectCatalog/main.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/host-configs/LLNL/lassen-clang-10-cuda-11.cmake b/host-configs/LLNL/lassen-clang-10-cuda-11.cmake index 74c04803ed..9c9ff7de26 100644 --- a/host-configs/LLNL/lassen-clang-10-cuda-11.cmake +++ b/host-configs/LLNL/lassen-clang-10-cuda-11.cmake @@ -1,7 +1,7 @@ include(${CMAKE_CURRENT_LIST_DIR}/../../src/coreComponents/LvArray/host-configs/LLNL/lassen-clang-10-cuda-11.cmake) # Fortran -set(CMAKE_Fortran_COMPILER /usr/tce/packages/xl/xl-2022.08.19-cuda-11.8.0/bin/xlf_r CACHE PATH "") +set(CMAKE_Fortran_COMPILER /usr/tce/packages/xl/xl-2023.06.28/xlf/16.1.1/bin/xlf CACHE PATH "") set(CMAKE_Fortran_FLAGS_RELEASE "-O3 -DNDEBUG -qarch=pwr9 -qtune=pwr9" CACHE STRING "") set(FORTRAN_MANGLE_NO_UNDERSCORE ON CACHE BOOL "") set(OpenMP_Fortran_FLAGS "-qsmp=omp" CACHE STRING "") @@ -9,8 +9,8 @@ set(OpenMP_Fortran_LIB_NAMES "" CACHE STRING "") # MPI set(MPI_HOME /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-clang-10.0.1-gcc-8.3.1 CACHE PATH "") -set(MPI_Fortran_COMPILER /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-xl-2022.08.19-cuda-11.8.0/bin/mpifort CACHE PATH "") +set(MPI_Fortran_COMPILER /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-xl-2023.06.28-cuda-11.8.0/bin/mpifort CACHE PATH "") include(${CMAKE_CURRENT_LIST_DIR}/lassen-base.cmake) -set(ENABLE_CUDA_NVTOOLSEXT OFF CACHE BOOL "") \ No newline at end of file +set(ENABLE_CUDA_NVTOOLSEXT ON CACHE BOOL "") \ No newline at end of file diff --git a/host-configs/LLNL/lassen-clang-13-cuda-11.cmake b/host-configs/LLNL/lassen-clang-13-cuda-11.cmake index 428274e26d..c57f0014e5 100644 --- a/host-configs/LLNL/lassen-clang-13-cuda-11.cmake +++ b/host-configs/LLNL/lassen-clang-13-cuda-11.cmake @@ -1,7 +1,7 @@ include(${CMAKE_CURRENT_LIST_DIR}/../../src/coreComponents/LvArray/host-configs/LLNL/lassen-clang-13-cuda-11.cmake) # Fortran -set(CMAKE_Fortran_COMPILER /usr/tce/packages/xl/xl-2022.08.19-cuda-11.8.0/bin/xlf_r CACHE PATH "") +set(CMAKE_Fortran_COMPILER /usr/tce/packages/xl/xl-2023.06.28/xlf/16.1.1/bin/xlf CACHE PATH "") set(CMAKE_Fortran_FLAGS_RELEASE "-O3 -DNDEBUG -qarch=pwr9 -qtune=pwr9" CACHE STRING "") set(FORTRAN_MANGLE_NO_UNDERSCORE ON CACHE BOOL "") set(OpenMP_Fortran_FLAGS "-qsmp=omp" CACHE STRING "") @@ -9,7 +9,7 @@ set(OpenMP_Fortran_LIB_NAMES "" CACHE STRING "") # MPI set(MPI_HOME /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-clang-13.0.1-gcc-8.3.1 CACHE PATH "") -set(MPI_Fortran_COMPILER /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-xl-2022.08.19-cuda-11.8.0/bin/mpifort CACHE PATH "") +set(MPI_Fortran_COMPILER /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-xl-2023.06.28-cuda-11.8.0/bin/mpifort CACHE PATH "") include(${CMAKE_CURRENT_LIST_DIR}/lassen-base.cmake) diff --git a/host-configs/LLNL/lassen-gcc-8-cuda-11.cmake b/host-configs/LLNL/lassen-gcc-8-cuda-11.cmake index fa12811e52..3e9fd6783d 100644 --- a/host-configs/LLNL/lassen-gcc-8-cuda-11.cmake +++ b/host-configs/LLNL/lassen-gcc-8-cuda-11.cmake @@ -14,4 +14,6 @@ set(FORTRAN_MANGLE_NO_UNDERSCORE OFF CACHE BOOL "") set(MPI_HOME /usr/tce/packages/spectrum-mpi/spectrum-mpi-rolling-release-gcc-8.3.1 CACHE PATH "") set(MPI_Fortran_COMPILER ${MPI_HOME}/bin/mpifort CACHE PATH "") +set(ENABLE_CUDA_NVTOOLSEXT ON CACHE BOOL "") + include(${CMAKE_CURRENT_LIST_DIR}/lassen-base.cmake) diff --git a/host-configs/apple/darwin-clang.cmake b/host-configs/apple/darwin-clang.cmake deleted file mode 100644 index cdf690c0e5..0000000000 --- a/host-configs/apple/darwin-clang.cmake +++ /dev/null @@ -1,38 +0,0 @@ -site_name(HOST_NAME) -set(CONFIG_NAME "${HOST_NAME}-darwin-x86_64-clang@apple-mp" CACHE PATH "") -message("CONFIG_NAME = ${CONFIG_NAME}") - -set(CMAKE_C_COMPILER "/usr/bin/clang" CACHE PATH "") -set(CMAKE_CXX_COMPILER "/usr/bin/clang++" CACHE PATH "") -set(ENABLE_FORTRAN OFF CACHE BOOL "" FORCE) - -set(ENABLE_MPI ON CACHE PATH "") -set(MPI_C_COMPILER "/usr/local/bin/mpicc" CACHE PATH "") -set(MPI_CXX_COMPILER "/usr/local/bin/mpicxx" CACHE PATH "") -set(MPIEXEC "/usr/local/bin/mpirun" CACHE PATH "") - -set(ENABLE_GTEST_DEATH_TESTS ON CACHE BOOL "" FORCE) - -set(ENABLE_PVTPackage ON CACHE BOOL "" FORCE) - -set(ENABLE_CUDA "OFF" CACHE PATH "" FORCE) -set(ENABLE_OPENMP "OFF" CACHE PATH "" FORCE) - -set(ENABLE_CALIPER "OFF" CACHE PATH "" FORCE ) - -#set(GEOS_BUILD_OBJ_LIBS ON CACHE BOOL "" FORCE) - -set( BLAS_LIBRARIES /usr/local/opt/openblas/lib/libblas.dylib CACHE PATH "" FORCE ) -set( LAPACK_LIBRARIES /usr/local/opt/openblas/lib/liblapack.dylib CACHE PATH "" FORCE ) - -set(ENABLE_DOXYGEN OFF CACHE BOOL "" FORCE) - -#set( DOXYGEN_EXECUTABLE /usr/local/bin/doxygen CACHE PATH "" FORCE ) -#set( SPHINX_EXECUTABLE /usr/local/bin/sphinx-build CACHE PATH "" FORCE ) - -set(GEOS_TPL_DIR "/usr/local/GEOSX/GEOS_TPL" CACHE PATH "" FORCE ) -if(NOT ( EXISTS "${GEOS_TPL_DIR}" AND IS_DIRECTORY "${GEOS_TPL_DIR}" ) ) - set(GEOS_TPL_DIR "${CMAKE_SOURCE_DIR}/../../thirdPartyLibs/install-darwin-clang-release" CACHE PATH "" FORCE ) -endif() - -include(${CMAKE_CURRENT_LIST_DIR}/tpls.cmake) diff --git a/host-configs/apple/macOS_base.cmake b/host-configs/apple/macOS_base.cmake index 836e2b1593..ec74d15b9c 100644 --- a/host-configs/apple/macOS_base.cmake +++ b/host-configs/apple/macOS_base.cmake @@ -29,7 +29,7 @@ set(ENABLE_DOXYGEN ON CACHE BOOL "" FORCE) set(ENABLE_SPHINX ON CACHE BOOL "" FORCE) set(ENABLE_MATHPRESSO ON CACHE BOOL "" FORCE ) -set(GEOS_BUILD_SHARED_LIBS ON CACHE BOOL "" FORCE) +set(GEOS_BUILD_SHARED_LIBS OFF CACHE BOOL "" FORCE) diff --git a/inputFiles/compositionalMultiphaseFlow/2ph_cap_1d_ihu.xml b/inputFiles/compositionalMultiphaseFlow/2ph_cap_1d_ihu.xml index 07a0f5d473..8c25605b33 100644 --- a/inputFiles/compositionalMultiphaseFlow/2ph_cap_1d_ihu.xml +++ b/inputFiles/compositionalMultiphaseFlow/2ph_cap_1d_ihu.xml @@ -94,7 +94,7 @@ + name="fluidTPFA"/> @@ -117,7 +116,7 @@ @@ -92,7 +90,7 @@ diff --git a/inputFiles/compositionalMultiphaseFlow/co2_hybrid_1d.xml b/inputFiles/compositionalMultiphaseFlow/co2_hybrid_1d.xml index 99e5d1ad3b..345c17b0b9 100644 --- a/inputFiles/compositionalMultiphaseFlow/co2_hybrid_1d.xml +++ b/inputFiles/compositionalMultiphaseFlow/co2_hybrid_1d.xml @@ -14,8 +14,7 @@ targetRegions="{ region }"> + newtonMaxIter="10"/> @@ -50,7 +49,7 @@ maxTime="1e5"> + newtonMaxIter="15"/> @@ -108,7 +107,7 @@ + newtonMaxIter="10"/> @@ -46,7 +45,7 @@ maxTime="2e7"> + directParallel="0"/> @@ -111,18 +109,18 @@ + materialList="{ fluid, rock, relperm }"/> + newtonMaxIter="10"/> @@ -57,11 +57,11 @@ maxTime="2e8"> @@ -51,7 +51,7 @@ maxTime="2e8"> + newtonMaxIter="10"/> @@ -60,7 +60,7 @@ maxTime="2e8"> + temperature="300" + targetRegions="{ region }"> - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + \ No newline at end of file diff --git a/inputFiles/inducedSeismicity/SpringSliderExplicit_smoke.xml b/inputFiles/inducedSeismicity/SpringSliderExplicit_smoke.xml new file mode 100644 index 0000000000..2de09b79a0 --- /dev/null +++ b/inputFiles/inducedSeismicity/SpringSliderExplicit_smoke.xml @@ -0,0 +1,32 @@ + + + + + + + + + + + + + + + + + \ No newline at end of file diff --git a/inputFiles/inducedSeismicity/SpringSlider_base.xml b/inputFiles/inducedSeismicity/SpringSlider_base.xml index 9f14103160..5f6aefc94a 100644 --- a/inputFiles/inducedSeismicity/SpringSlider_base.xml +++ b/inputFiles/inducedSeismicity/SpringSlider_base.xml @@ -123,7 +123,7 @@ initialCondition="1" objectPath="ElementRegions/Fault/FractureSubRegion" component="0" - scale="0." + scale="0.70710678118e-6" setNames="{all}"/> diff --git a/inputFiles/inducedSeismicity/inducedSeismicity.ats b/inputFiles/inducedSeismicity/inducedSeismicity.ats index 08b031177f..813bdf08b8 100644 --- a/inputFiles/inducedSeismicity/inducedSeismicity.ats +++ b/inputFiles/inducedSeismicity/inducedSeismicity.ats @@ -28,6 +28,13 @@ decks = [ partitions=((1, 1, 1), ), restart_step=0, check_step=3262, - restartcheck_params=RestartcheckParameters(atol=1e-4, rtol=1e-3)) + restartcheck_params=RestartcheckParameters(atol=1e-4, rtol=1e-3)), + TestDeck( + name="SpringSliderExplicit_smoke", + description="Spring slider 0D system", + partitions=((1, 1, 1), ), + restart_step=0, + check_step=532, + restartcheck_params=RestartcheckParameters(atol=1e-4, rtol=1e-3)) ] generate_geos_tests(decks) diff --git a/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_base.xml b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_base.xml new file mode 100644 index 0000000000..91a143df5b --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_base.xml @@ -0,0 +1,132 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + \ No newline at end of file diff --git a/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_smoke.xml b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_smoke.xml new file mode 100644 index 0000000000..8258d2cc4a --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_smoke.xml @@ -0,0 +1,94 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + \ No newline at end of file diff --git a/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_singleFracCompression_base.xml b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_singleFracCompression_base.xml new file mode 100644 index 0000000000..854136ed03 --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_singleFracCompression_base.xml @@ -0,0 +1,137 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_singleFracCompression_smoke.xml b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_singleFracCompression_smoke.xml new file mode 100644 index 0000000000..bb51f950d3 --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/LagrangeContactBubbleStab_singleFracCompression_smoke.xml @@ -0,0 +1,66 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/inputFiles/lagrangianContactMechanics/contactMechanics.ats b/inputFiles/lagrangianContactMechanics/contactMechanics.ats index bc4a2e43d0..6f35259f76 100644 --- a/inputFiles/lagrangianContactMechanics/contactMechanics.ats +++ b/inputFiles/lagrangianContactMechanics/contactMechanics.ats @@ -1,9 +1,19 @@ -from geos.ats.test_builder import TestDeck, RestartcheckParameters, generate_geos_tests +from geos.ats.test_builder import TestDeck, RestartcheckParameters, CurveCheckParameters, generate_geos_tests restartcheck_params = {} restartcheck_params["atol"] = 2.0E-4 restartcheck_params["rtol"] = 1.0E-7 + +curvecheck_params = {} +curvecheck_params["filename"] = "traction.hdf5" +curvecheck_params["tolerance"] = [1e-1] +curvecheck_params["script_instructions"] = [[ + "./scripts/fixedFaultSlip.py", "curve_check_solution", + "traction" +]] +curvecheck_params["curves"] = "traction" + decks = [ TestDeck( name="ContactMechanics_SimpleCubes_smoke", @@ -90,7 +100,15 @@ decks = [ partitions=((1, 1, 1), ), restart_step=1, check_step=2, - restartcheck_params=RestartcheckParameters(**restartcheck_params)) + restartcheck_params=RestartcheckParameters(**restartcheck_params)), + TestDeck( + name="LagrangeContactBubbleStab_FixedSlip_smoke", + description="Lagrange multiplier with bubble stab and fixed jump on the fault. " + "Fault with imposed slip", + partitions=((1, 1, 1), (2, 2, 1)), + restart_step=1, + check_step=2, + restartcheck_params=RestartcheckParameters(**restartcheck_params)) ] generate_geos_tests(decks) diff --git a/inputFiles/lagrangianContactMechanics/dataTables/gaussianSlip.csv b/inputFiles/lagrangianContactMechanics/dataTables/gaussianSlip.csv new file mode 100644 index 0000000000..9d62405dcb --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/dataTables/gaussianSlip.csv @@ -0,0 +1,10000 @@ +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 +0.000000 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a/inputFiles/lagrangianContactMechanics/dataTables/y.csv b/inputFiles/lagrangianContactMechanics/dataTables/y.csv new file mode 100644 index 0000000000..1d65b3e555 --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/dataTables/y.csv @@ -0,0 +1 @@ +0.00 \ No newline at end of file diff --git a/inputFiles/lagrangianContactMechanics/dataTables/z.csv b/inputFiles/lagrangianContactMechanics/dataTables/z.csv new file mode 100644 index 0000000000..1d65b3e555 --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/dataTables/z.csv @@ -0,0 +1 @@ +0.00 \ No newline at end of file diff --git a/inputFiles/lagrangianContactMechanics/scripts/fixedFaultSlip.py b/inputFiles/lagrangianContactMechanics/scripts/fixedFaultSlip.py new file mode 100644 index 0000000000..64cbb7e557 --- /dev/null +++ b/inputFiles/lagrangianContactMechanics/scripts/fixedFaultSlip.py @@ -0,0 +1,213 @@ +import numpy as np +import os +import sys +import xml.etree.ElementTree as ElementTree +import matplotlib +import matplotlib.pyplot as plt +import argparse + +class SingularCrackSlip: + + def __init__(self, mechanicalParameters, length ): + K = mechanicalParameters["bulkModulus"] + G = mechanicalParameters["shearModulus"] + poisson_ratio= (3 * K - 2 * G) / (2 * (3 * K + G)) + + mu_star = G /( 1 - poisson_ratio) + self.tau_0 = 0.0 + self.tau_r = -1.0 + + self.scaling = 2*(self.tau_0 - self.tau_r)/mu_star + self.halfLength = length + + def computeSlip(self, x): + return self.scaling * np.sqrt(self.halfLength**2 - x**2) + + def computeTraction(self, x): + if x < -self.halfLength or x > self.halfLength: + return self.tau_0 + (self.tau_0-self.tau_r) * ( np.abs(x)/np.sqrt(x**2 - self.halfLength**2) - 1 ) + else: + return self.tau_r +class GaussianSlip: + + def __init__(self, peakStrength, length ): + self.scaling = peakStrength + self.halfLength = length + + def computeSlip(self, x): + denom = 1 / (self.halfLength/2) + return self.scaling*np.exp(-0.5*((x)/denom)**2) + +def getMechanicalParametersFromXML(xmlFilePath): + tree = ElementTree.parse(xmlFilePath) + + param = tree.find('Constitutive/ElasticIsotropic') + + mechanicalParameters = dict.fromkeys(["bulkModulus", "shearModulus"]) + mechanicalParameters["bulkModulus"] = float(param.get("defaultBulkModulus")) + mechanicalParameters["shearModulus"] = float(param.get("defaultShearModulus")) + return mechanicalParameters + +def getFractureLengthFromXML(xmlFilePath): + tree = ElementTree.parse(xmlFilePath) + + rectangle = tree.find('Geometry/Box') + xmin = rectangle.get("xMin") + xmax = rectangle.get("xMax") + xmin = [float(i) for i in xmin[1:-1].split(",")] + xmax = [float(i) for i in xmax[1:-1].split(",")] + length = ( xmax[0] - xmin[0] ) / 2 + origin = 0.0 + + return length, origin + +def curve_check_solution(**kwargs): + #-------- Extract info from XML + xmlFilePath = f'./LagrangeContactBubbleStab_FixedSlip_base.xml' + + mechanicalParameters = getMechanicalParametersFromXML(xmlFilePath) + + # Get length of the fracture + xmlFilePath = f'./LagrangeContactBubbleStab_FixedSlip_smoke.xml' + totalHalfLength, originShift = getFractureLengthFromXML(xmlFilePath) + halfLength = 2.0 + + x = kwargs['traction elementCenter'] + x_geos = x[0, :, 0] + + return analytical_solution(x, mechanicalParameters, totalHalfLength, halfLength) + +def analytical_solution(x, mechanicalParameters, totalHalfLength, halfLength): + + singularCrackSlipSolution = SingularCrackSlip(mechanicalParameters, halfLength) + x = np.linspace(-totalHalfLength, totalHalfLength, 10000, endpoint=True) + traction_analytical = np.zeros(len(x)) + i = 0 + for xCell in x: + traction_analytical[i] = singularCrackSlipSolution.computeTraction(xCell) + i += 1 + return traction_analytical + +def plot_traction_solution(inputFileDirectory, outputDirectory): + # Read HDF5 + import hdf5_wrapper + hdf5File1Path = f'outputDirectory/traction.hdf5' + + # Read HDF5 + data = hdf5_wrapper.hdf5_wrapper(hdf5File1Path).get_copy() + traction = data['traction'] + traction = np.asarray(traction) + traction_geos = traction[0, :, 1] + x = data['traction elementCenter'] + x_geos = x[0, :, 0] + + #-------- Extract info from XML + xmlFilePath = f'{inputFileDirectory}/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_base.xml' + + mechanicalParameters = getMechanicalParametersFromXML(xmlFilePath) + + # Get length of the fracture + xmlFilePath = f'{inputFileDirectory}lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_smoke.xml' + totalHalfLength, originShift = getFractureLengthFromXML(xmlFilePath) + halfLength = 2.0 + + traction_analytical = analytical_solution(x, mechanicalParameters, totalHalfLength, halfLength) + + fsize = 30 + msize = 15 + lw = 2 + fig, ax = plt.subplots(1, figsize=(16, 12)) + cmap = plt.get_cmap("tab10") + + # Plot analytical (continuous line) and numerical (markers) aperture solution + ax.plot(x, traction_analytical, color='r', label='Traction analytical', lw=lw) + ax.plot(x_geos, traction_geos, color='k', label='geos', marker="o", lw=lw) + + ax.set_xlabel('Fault coordinate [m]', size=fsize, weight="bold") + ax.set_ylabel('Shear traction', size=fsize, weight="bold") + ax.legend(bbox_to_anchor=(0.75, 0.9), loc='center', borderaxespad=0., fontsize=fsize) + ax.xaxis.set_tick_params(labelsize=fsize) + ax.yaxis.set_tick_params(labelsize=fsize) + plt.savefig("traction.png") + +def output_tables(x, slip, name): + # Save x to x.csv with one value per row + np.savetxt('x.csv', x, fmt='%f') + + # Save aperture_analytical to jump.csv with one value per row + np.savetxt(f'{name}.csv', slip, fmt='%f') + + +def generate_tables(inputFileDirectory): + #-------- Extract info from XML + xmlFilePath = f'{inputFileDirectory}/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_base.xml' + + mechanicalParameters = getMechanicalParametersFromXML(xmlFilePath) + appliedPressure = 1.0 + + # Get length of the fracture + xmlFilePath = f'{inputFileDirectory}/lagrangianContactMechanics/LagrangeContactBubbleStab_FixedSlip_smoke.xml' + totalHalfLength, originShift = getFractureLengthFromXML(xmlFilePath) + halfLength = 2.0 + + # Initialize Sneddon's analytical solution + singularCrackSlipSolution = SingularCrackSlip(mechanicalParameters, halfLength ) + peakStrength = 3.0 + gaussianSlipSolution = GaussianSlip( peakStrength, halfLength) + + # Plot analytical (continuous line) and numerical (markers) aperture solution + x = np.linspace(-totalHalfLength, totalHalfLength, 10000, endpoint=True) + singularCrackSlip = np.zeros(len(x)) + gaussianSlip = np.zeros(len(x)) + i = 0 + for xCell in x: + if xCell > -halfLength and xCell < halfLength: + singularCrackSlip[i] = singularCrackSlipSolution.computeSlip(xCell) + gaussianSlip[i] = gaussianSlipSolution.computeSlip(xCell) + i += 1 + + fsize = 24 + msize = 15 + lw = 6 + fig, ax = plt.subplots(1, figsize=(16, 12)) + cmap = plt.get_cmap("tab10") + + ax.plot(x, singularCrackSlip , color='k', label='Analytical Solution', lw=lw) + ax.grid() + ax.set_xlabel('Fault coordinate [m]', size=fsize, weight="bold") + ax.set_ylabel('slip [m]', size=fsize, weight="bold") + ax.legend(bbox_to_anchor=(0.7, 1), loc='center', borderaxespad=0., fontsize=fsize) + ax.xaxis.set_tick_params(labelsize=fsize) + ax.yaxis.set_tick_params(labelsize=fsize) + plt.savefig("singularCrackSlip.png") + + fig, ax = plt.subplots(1, figsize=(16, 12)) + cmap = plt.get_cmap("tab10") + + ax.plot(x, gaussianSlip , color='k', label='Analytical Solution', lw=lw) + ax.grid() + ax.set_xlabel('Fault coordinate [m]', size=fsize, weight="bold") + ax.set_ylabel('slip [m]', size=fsize, weight="bold") + ax.legend(bbox_to_anchor=(0.75, 0.9), loc='center', borderaxespad=0., fontsize=fsize) + ax.xaxis.set_tick_params(labelsize=fsize) + ax.yaxis.set_tick_params(labelsize=fsize) + plt.savefig("gaussianSlip.png") + + output_tables(x, singularCrackSlip, "singularCrackSlip") + output_tables(x, gaussianSlip, "gaussianSlip") + +if __name__ == "__main__": + + parser = argparse.ArgumentParser() + parser.add_argument('-a', '--action', type=str, choices=['generate_tables', 'plotTractions'], required=True, help='Action to perform: generate_tables or plotTractions') + parser.add_argument('-i', '--input-files-path', type=str, required=True, help='Path to the inputFilesFolder') + parser.add_argument('-o', '--output-dir', type=str, help='Directory containing the output files') + + args = parser.parse_args() + + if args.action == 'generate_tables': + print("Generating tables...") + generate_tables(os.path.normpath(args.input_files_path)) + elif args.action == 'plotTractions': + print("Plotting tractions...") + plot_traction_solution(os.path.normpath(args.input_files_path), os.path.normpath(args.output_dir)) diff --git a/inputFiles/poromechanicsFractures/ExponentialDecayPermeability_conformingFracture_base.xml b/inputFiles/poromechanicsFractures/ExponentialDecayPermeability_conformingFracture_base.xml index 133e70876f..d21f7f7fb8 100644 --- a/inputFiles/poromechanicsFractures/ExponentialDecayPermeability_conformingFracture_base.xml +++ b/inputFiles/poromechanicsFractures/ExponentialDecayPermeability_conformingFracture_base.xml @@ -89,7 +89,7 @@ name="Fracture" faceBlock="FractureSubRegion" materialList="{ water, fractureFilling, fractureContact, rock, hApertureModel}" - defaultAperture="1e-3"/> + defaultAperture="1.0e-3"/> @@ -265,7 +265,7 @@ + values="{ 1.0e-6, 1.0e-3 }"/> + defaultAperture="1.0e-3"/> @@ -131,7 +131,7 @@ + values="{ 1.0e-6, 1.0e-3 }"/> diff --git a/inputFiles/poromechanicsFractures/SlipPermeability_embeddedFrac.xml b/inputFiles/poromechanicsFractures/SlipPermeability_embeddedFrac.xml old mode 100755 new mode 100644 index 27a00a1005..b0426e1289 --- a/inputFiles/poromechanicsFractures/SlipPermeability_embeddedFrac.xml +++ b/inputFiles/poromechanicsFractures/SlipPermeability_embeddedFrac.xml @@ -173,7 +173,7 @@ faceBlock="embeddedSurfaceSubRegion" subRegionType="embeddedElement" materialList="{ water, fractureFilling, fractureContact, hApertureModel }" - defaultAperture="1e-3"/> + defaultAperture="1.0e-3"/> @@ -249,7 +249,7 @@ + values="{ 1.0e-6, 1.0e-3 }"/> diff --git a/inputFiles/poromechanicsFractures/SlipPermeability_pEDFM_base.xml b/inputFiles/poromechanicsFractures/SlipPermeability_pEDFM_base.xml old mode 100755 new mode 100644 index 0d8af6099a..089a856d6a --- a/inputFiles/poromechanicsFractures/SlipPermeability_pEDFM_base.xml +++ b/inputFiles/poromechanicsFractures/SlipPermeability_pEDFM_base.xml @@ -65,7 +65,7 @@ faceBlock="embeddedSurfaceSubRegion" subRegionType="embeddedElement" materialList="{ water, fractureFilling, fractureContact, hApertureModel}" - defaultAperture="1e-3"/> + defaultAperture="1.0e-3"/> @@ -132,7 +132,7 @@ + values="{ 1.0e-6, 1.0e-3 }"/> diff --git a/inputFiles/poromechanicsFractures/WillisRichardsPermeability_efem-edfm_base.xml b/inputFiles/poromechanicsFractures/WillisRichardsPermeability_efem-edfm_base.xml old mode 100755 new mode 100644 index 5227b22997..03f827efd1 --- a/inputFiles/poromechanicsFractures/WillisRichardsPermeability_efem-edfm_base.xml +++ b/inputFiles/poromechanicsFractures/WillisRichardsPermeability_efem-edfm_base.xml @@ -68,7 +68,7 @@ faceBlock="embeddedSurfaceSubRegion" subRegionType="embeddedElement" materialList="{ water, fractureFilling, fractureContact, hApertureModel }" - defaultAperture="1e-3"/> + defaultAperture="1.0e-3"/> @@ -135,7 +135,7 @@ + values="{ 1.0e-6, 1.0e-3 }"/> diff --git a/inputFiles/singlePhaseFlow/FieldCaseTutorial3_composite_smoke.xml b/inputFiles/singlePhaseFlow/FieldCaseTutorial3_composite_smoke.xml new file mode 100644 index 0000000000..9312ecaae3 --- /dev/null +++ b/inputFiles/singlePhaseFlow/FieldCaseTutorial3_composite_smoke.xml @@ -0,0 +1,47 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/inputFiles/singlePhaseFlow/synthetic.vtpc 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file mode 100644 index 0000000000..f3c0c2da30 --- /dev/null +++ b/inputFiles/singlePhaseFlow/synthetic/synthetic_0_0.vtu @@ -0,0 +1,23 @@ + + + + + + + + + + + + + + + + + + + + + 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CwAAAACAAAAYKwAADRUAAP0UAAD9FAAAAhUAAMAUAAC3FAAAtxQAALoUAAC/FAAAtxQAAC0HAAA=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MM/t5Sg+PcTqjn6f09hjfRerniX4b4x6kfp7owzEuRurnyTyFdNzJXI7Uz5PX9yPlFjIn9/PkdV6T8gl5/i6pnyfPv2H082vS8sd1hhE/xejn1Q5W7ZIQRryU0c+LDT1LaSPNtzD6+SMVybek5iF+ntTPE7033B5SP0/03hjvJPXzZF5H6ufJ68wg9fNk/pLUz5PXuULq58nzfKR+njzvT+rnyfO+jH6e0qtjPJDRz0/miYx+ntLbY/wno5+fzI0Z/Tylb8f4d0Y/L9ae9kKVB3FmP0/p8zE+n9HPV9Vf1Vo1QTo/M/p5Su8N/15GP0/p7TFux+jnKX04PO8x+nlK347xOEY/P3mdJYx+fvI6Pox+fvI6lxj9/OR1fjP6+cnzMxj9fFP5hvpm0vrMfp7Sw2NcmNHPU3p7eN5g9POUXhpeXxj9/GTO7OcpvTTG2Rn9PKUnh59zRj/vt2LbijwOxE8w+nnXHaoPq+eg7Wf285SeH+P6jH6e0rdjfB6jn588L8jo5ydv/zRGPy81T+abOzua38vo5yevf5PRz1coBTxpIG0/s5+nPKfA+ENGP7+P5/GU7CmI6zH6ec0G2+hjpOPL7OfTG6TU6hYirsPo5w8s3biWvwdtvyijnzcTz89UkkDzHxn9vFFjvHP8fNJ9BKOf57m+KFVLHnFmP19+JXKOQjtafxGjn6f08HCe0c9TenuMM/t5Sn+O8XZGPz+Zv2b085TeHn7vGP38ZD7C6Ocn80WMfv7GeSEHm7Vo/VWMfv7oPl9Fej+a72T08/S5dQEWpPsCf0Y/f+yG9TSXBsSZ/fyjBuMD326g41jN6Oc9T3IcekfiZYx+3kG78IhNI1onhdHPz+hXWbm5CfFljH6e0ofD8xWjn5/MMxn9PKUPh3mV0c9P5hsZ/fzkdfIY/fzk+VpGPz+ZM/v5yetUM/r5yVyP0c+7ypz7EkTivxn9PKVvh993Rj//fL6329prpP3A6OcpfT7Gt/2rn8f4xX/18xi3YvTz61u0vZ94It7P+V8/X3vKtGZfAOI0Rj9P6c8xrszo5xu9PCozvBGvYfTzk+efMfp5w3f51iJOiFcy+nlKn4/x2Yx+fqHsDpHHu0nnN0Y/T+m9Mc7s55vdv95sJ/FvjH5+8vxLRj9fybsj2XEPWv82o5+n9O0YH2f08wV10UsfkNYJZfTzk9c3Y/Tzk9eZzejn54T28VeRvhfTGf38u5jjm+RV0Xwao5+3oaU/4SdxcUY/n16YdcCU/P1i9PM8lRsdOUnHPYrRz6ustdApdUec2c/zjvAcWl+P1mH28zofjCKDNdH7NjD6ed6z3Xej1RGPZfTz8tNmXJA9hLgRo5/ni20GHEaIn2L089E9zld9H6D3HWX085S+HV6nGD08pbeH5zFGb0/p2zHex+jnKX0+xosZ/fxkvpzRz5fzNPfvzCFtD6Ofp/TeGN/C6Ocn83WMfn5fM6kPh99rRj8/eb6X0c9T+nOYZxj9/OT5C4x+fvK8KaOfn8zNGP385HUcGf08pQ+H13FGP68yVeT+chIvYvTzLfnHPIZIx3cPo5+n9PAYZ/bzlN4enicZ/fxfI8XlpqT9fJ/Rz1OeF2Cc2c+PbNp16Usmmudk9POitYUZtaR5Zj8/uVdn9vOUHh7jzH5+8vwLRj/PnF82GB5ho436MWOT3K1Lx0LAJw6Jd+8XID4a8rlXf0coKOGr5ZTsfUnwS2e6NKRiQoGHY+Cx4XzEHfWcfaTHQsGihW4a8z0RP++lu47HMAxkygVWrTREfKB50fmYwjAwd6O038sViFeODD0vFw8HJ74ZSdz9+4Lgx/ieXD3jEg58q0YEdjxH3GRwjq9zVzgoP3KGQy8GcYMhjZJxTTpw7zz16KwV4j0cdwfLEulgbWPdw7XqiG9QUTgQzhYBpBdbvDzBjfj8I/f0VuhFAAFVQ/mi5nqCL5u2z1woMQIcUL6zTjwW8a6lCa87+yJATJRYt5cJ4h/O2LxaIxMJXg98KpKWRfzaytHflUaRQOx89A6XzucEf3hwYke1SySICrqjZmGGuOQuF/EnUZGg60eN2Jf+ZwSfuGZm1nEvEtxdYy1QfwHxC1Z3rnhmRIKMiXSbuqGnBE9I6Q72TI4EUmcle89eRjzFIjK5iR4JTgn1rpRjRzxeYL9CpVMkyNvoEFHiUUfwIHlBtVjDSPAKlM5cwI+4oYXw32TZSOB5gHPj0qgnBFeYOnIg6U8EqA7ZlpEmg7iDbdi9lsoIIBjbG+iZV0twI7/YtJXeEWChF9uLAE3Ela8eCt+/OwI4Ns0uiG56THDZ0fR5TdwR4PHCdU1hZxBfvvo9h2QtHYBCG2vD3zUEV7obJ+bhRge2F/aIvfRGXMf1q9cBdTpweVgt3C2OeOGQeGD5cDjYFU8f9nhQTfBeN78jU9PDwdLrvzfEayJ+4XsL35ZT4cBk0GFiWVsV2s5bTQqJIuHgVrbi/WlWiPMfb/i283kY+BWz47ncNMTX74wZ1L0eBlQWdD6/HVlJ8Eu1F1a0KYWB0ValFtoaxN8t+3pwuCcU8G1NTOSuqiD42+nfvMCtUKCQuPj0sBHicrzO/rv2hoL8cq5bQwPlBLcXHd+WwR4KNvutmJi4gXj2npMTE1khgLdF7ziXOOJ9yi9y954OAQ7fNOkzsssIHvbn4LmseSEgo/SZ/qAW4g/OfLdWfxIMOlM1l5W+e0RwAfaxpBlYvhJYES97zAZxXnPHhiVyweDCfs3Vz2Yi7rjXYFZqZxDoFz61bzQaEPxl1Oo52fQgsHyr1ESLIuLzxNY+MdwdBOqUj19/GFRKcGUX1a9FHEHgbbLC7P6CEoJ/1faPHssPBMMF3U9XdxQTvDOKy3KDVSBw1O8rM5qB+LaFGhdTpAPB+dE0oZ2rigg+curmB7uOAGD8WEX75b5CgodvM/3zLioATE2M9AQXCghutC7hk4xRABhVqjF6G/SQ4FcvTjG5JxIA3vNyvP6SkU9wu8Gw+KSH/sAkXD8qoS6P4JU6jxP3bPUH9P6uazlduQQ/fnDx/qwmP/Ag7Hp39VgOwavbp067d8EP3F244InLbMS7569xKxbBOK9OQpRYNsETrd7RbV76AomUEZllMlkE/9F55Z7ObV9w3r6T/4z8A4Lv/zOl5csVX5Bda9Z8ZH0mwSVNU6Z/tfQFeflPy6Q2Z6D3vbtjhaqtLwgR05q+M+w+wc1Xq5ebhviCM3JhL4fS7hH8es1ps/O1viCpWVCo4FkKwet7/bgvzvMDgi9vFt0du0vwJW/vH7jt6AcOC/itma18h+Bajsd2Ko34gUPbFMzFXRIJ7i/Jt7zBzR+cbHhl9uFNPMEXdtxLbuQLABGlM9boaMYRXP7Q0lSTMwFg8xzLwYiiGIK7K6dxq5Vh8y/4mqMdbhP8QRfXZvaFgWBt2P6Sw943CT67Tdn6qksg4JDWn+GUSCd41wNbZ3pXIDhW/Vi0uSyU4K5zt67ZoBUEbH+4hSq0BxG84im3/5F7QSDs8uddzW/8CX75YUPVD55gYLSKrU7ggyfBt6y6ad18NhiM8OhMmyi8TnCnAtmClupgEHpEV6mm2oHgp68umXtHLAQMduTJKWiYEzxm977C12dDwPe5dNYcEh8E8v6Is+YQ7L5en4OaQzQEPmlIbQ8GrvupOUSL45qPdHwwWF3jSskhakoH1vFwhIC2NwGUHFJyffH5mBMhwDpbipJDghKGn5dXhQCJA9QcMmpSd/XM8lAgPpWaQ54O8fk6+4YCG/fTlBxS+ntbyXh/KChfSs0hLobJg2W7w8DiadQc8spf8UD43TDgb32WkkMe5KbprRgPA1d3GVBySKmxtrnQ7nDgsD6JkkMyX2A5JDgc6CYvoOQQh1LbV2teYNejWdQcsqcFyyFT6GBDfhQlh7hPYdtZvZwOnn5PZM0hGnTgb17NmkN06aC19DxrDtGng+cx91lziDYd2CyQYM0hNDpob+im5JDmMzoKlcvowJHPnpJDqtwF1GI56MA3tYSSQ3wfCf1NbgoH849Pp+SQM/rDB5ISwsH7FE1KDkmrDb3XYhEODF/3sOYQhXBQ/26inpxDzBuMw/f/CgOd8tQccnwPlkOyw4COpQolhxy+/o5D8kIY6JOk5hCzP7FiHqvCwDThf+SQz6Hgh+k/ckh0KPjt/o8ccjAUJPwrh/CEAjb2y6w5pCwEbGz8Rw6xCwGCdf/IIStCwCsbag7Zamu9ou1tMDDZqcyaQwKDQW86NYekPsByyNZgkCe/hDWHDAeBy/YzKTlEsxrLIclBYG/ISkoOuTaK5RCjILB+qj4lh7j6v8zdOzsISIpup+SQE3f1z2WBQBA5vZ6SQ5wEBqzVrQOBHdd2Sg55dw/LIcsCQdXNBEoOSS5zaljSGgD6n2yj5BChO4azUn0CwNu405QcEq21Zk42LQB0tklTcsjjQPOwnF5/sObwKUoOicmyf21/wB9ET1Wm5BDu/QvVhx/5geqnfZQcsilp7ptLa/xA9tF+Sg4BAz7durG+wOxoJiWHZAyolH8T9AW7sjdQckhIUONIqbcP2PLmNiWHbNm68+n+6T5gdncdJYfY7eeq13fzBnqhnJQcMq0yIj6JyxscXHSYkkPOeNcl7gnxAnFJfZQcotK5dH/WMi+grORJySGdSzmn3SvzBJbjCyk5ZGBUzq3YzBPc+HWQkkMie9/TbRZ5Aqf0cUoOaRh2vKfT7wH4E3opOaTcbWrLlzoPsF36PCWHXPHGckiJB+jf3kjJIZcksBxS5QFszupRcojXgo3lpp0eYN/JeEoOaeI6ZXZexBMIXV9EySG3VX24L5p4ghH2FEoOWXY99cDtp57g+FAkJYcoFR7aqbTdC9T1baTkEJNh7uUNr7zA+u3tlBwylqa3P9ka2/8H51ByyKvubXovxH3Azvc2lBziuVhvvkOjD6BPXUDJIXGJfK4cQb6gPeYQJYfIlZ39NK7rBzrSjlFyyLvzvWxyov7gwrZGSg7ZsMT16KUOf1DZEELJIYdrZ/of0Q0AfCXsu8k5RCj3RdWPnACgK8lPySG21yKtmwUDwbZSA0oOyZyN5ZBzgYAmeJI1h1QGAt5bxZQc0hi7t/C1YBDQUfWsDy5Ax3fm71cG+xd6A/d9r4VyH6Drl4WC2H69qxFghn6+VsYv9PnJq9+j0LjEG0xbKfNaKhRdp06VSH8KdYwAq9R42Th/oM9D3gIsl17wBm+SRdSdGiZdZ/UiQMfbuk4+bvQ59yhSkrcu8wZr7bK5hz3RdW3H+ejTVbIR4OqtHT8litH3SEnpz1c+Ux/wJXt8qlUmuq41nk+eYddGBwJlJULBJsnouHR84mnl8QG2L6tvfTVEeeBHxnl7Aa4I8GarqpmPMPpef+G8slN1pi/QFp54vG4qWj+1o9mgw4sO3E7UCOfOReeN0aOnkgsX+QE/s2mDS6ah6ya79r3lcePhICNLbOv04+j8c6+kuKN/wA9cNWh68+cwum6uKv7iOyM8HHzKlR7p4EbnN4EZi6ST2APAmyNFLn6epOtmgmCzwexwEHPcdOutcnT+HN0/9/2XwAAQqev6Ru4+uj7OUZglIeAUBs5Nq1oYrIvOz/1zvoV8VQ4ENUdfvzlbiK6DZUPCZvwtoaDFMSaldHcSwY9dm9Jd/9MHzP1hOHN7CdqfKaYXfMJDsf1juFr65AZ0vXC6qOE6uy0QVDrpNd1sQNfNhOK7DgOKoSA0I74/gLeM4BrgCk+FNXafa/NszrkJdN3cvf/IgOqtEPA8ru24Xyeaf5jL3rNgdjCQmluVMUMJzZuJZUz3nxkC7ujFDv8MR+eNllOZDvHffYGu4quj7HNR/hQYH9t8X5gOhIUUXcbcLqPjVbrq/LnWINCz7Stf93yU268adfgFKIWASmflWP4gdJ6xmOVWMnOzP9gwnplabIPWL4mfETtqGQ4icmXb0j290N/1XUBaXikILO4SuPYgC+Xzc1qzW562hoBDy/fFP9W5RXCfsi8W2RoBYPnumKUNZWj9K89Ng3bWhoHqvtPayuvR+Sdp1dlXqj6BIGbOKy/jk6T7i/Olyyuuh4L5J7rO6dijXCFmnJsmeTUYFCq+/RnkFU7wjwPjntbtAcA33bNebw6p59ypb+sjHwYWCB2dc7IJXV/4n3lcm9DxAkIN24efLkHnGRebBerOnyLARE7yM/cJdH2h3+mKPHbRC1g3Ht0pvg+dN+6mpMs/fxUB2m00b9oYpxP8fmTe3k9zfIBNsTa9QwXNf6zc2MI9IwK4Jn1PyS5D2/NGSs3fid0HdJ26lZwoi7ZHabtePm1OBGC71P+kRQRdZ0szDM0rEr2Aly1/RDAHOu9F8s2rFSuOABXqB2/1PUXXX4lt79lCtH3A9i9f1syUQfNn1Y0m1n6mgzu/io4tWY8+P8V+2SsUEoKBAmek/2dba4KvVzFurDMPBptOdK8pL0XX09Y5fIonXnuBgDOWEZxr0PdOuELl9LO4CLD576HeCUF0nnSS/1naougNPsv0cjlPQ+fV2f5Z0cE2EcBlyDHItgKdN36rC8Tf+OYPkp7b5lSkofMGTTVs1YZ54cClzUQwoBOdl+JKAGfZ+wDgsMT7Z54YOi/VXjMZVlsdBvLKr2TW30Hn+bmbl5/1avIBU+1OJAlvQNtzf2H844IEOnDab6LyiZTfHPYHzhzWCQBehQkd3KT7iPkl93/OKA4Dntan3jrxou0ZZ2uTmVrvB/bvjvQHN9B88aHtvX/vhAN3y62bVUg57ZbL7H2g0xsoRXa3fyTdH9UV3miOFosAz81yq/gDUwleqkVTMw/0Af0nHye1z0X7/5hx3LEd1XTw9qPwtgoldP5f9i1AUjCZDnbtLTpn9wDlSWexe8XNT33AjBQvt4SN6Dw8GvY2PtUvALRyzrc3eoHOw/OfrTLSvRYGZouaP6qLQfn5yAMFRwvbQKAhNBIVoY6Ol9DZD9eCIkKBwju+K2yjaH3+gVt73FUCwU0zR5eJuWj9lr9GGfbNoUDvJtfRr8/ReftNXOpIXmMgkDW1vs1PQ+ft3YvXTt+uGgqUaHeXucSXEXztCX/9n+eCwPHS8URuS3Qenub26d2KhBBg88A5PjIZbY9/XneSQUcgGB3kMTp1Gm3P0o2C+kmrQsEV7el7Dzuj7UkLq37j5hwESq2vpsf6o+3hpS9Z5OAfAryaOGvPa6PtUflRceuVUDDgaul+6lCCtqdw/pSltN/B4M+iXbrVfuh4beSfXr/wUTjgybt44DwHOl66dR8PF0X5gfwgtZnluujz0zulwsUz2Bc8/M7lcPsU+vxccaFtVNWkA3l/+6aliui6nxT4zcW6zhdEtEcLfLVB1/3E3a/UqmToQGKvgmtnNPpcLSm1FTbdGIFt/3BbGw3l5NPh716sivcGh1sPTuO7iHLIjyW7KotO+QOee+pXhl+h9e80PLi18FA4iP/rWytuhnJ4dZzWEZl1vsC3+uCyIgf0vrxGRfvMrengTM/Q1lTFWIKffP1jkQKvH6h5qBRudgxdd8ZvN1p+4qSDZ2UOTyc+3SC45HPZd4bPgkCZ3nX2mhp0vVDh7pdM3BQCjERyfvhMQet8W/ZcqiaTDpSm7zOhL04g+LauhZnninwAbZXLS5kmtJ0Hzqz7HTkSDpqO/DbN9EP3C2HH9WbXyvqBY9NS3r91iSP4rjvt45Jc/mB7QdHiBGX0vrO8253PeYeDqcZGClKpLgSPllg6KrYvCDgaH6xK+oG2/yDHt2kdpSFg9/G42wVm6Lp51iXGK+FrEBDPTrLs/YP4nQgztUjvYHBJ4L1EWiPK4eyHVMV5hjxB24TaueREdD0Sjeux+i0YCcZXxPIJ7EXvW322Y1vswjDwcsqyzmd+wQTffdc4/3B/AOCfxXt46UO0/ufBPGn5fT7gRo/gPosstH6mclrfJ+x6pHfI1bPhMcr59zzmmxRguTp3xr71Qqno+iUv8ezJIixXRy9997RbF12/TPtzNULOh4Dy08qzI7xNCT52bk+B+e0g4C607XhmPlp/7YuO3k/cXoCtqGP3nSy0/tL5x718uCLBU3GpOQs50PXCymw+1/RwL6B77IrdNz90vUg2Wjl2pSICqGrKVXH1o/sOtYmDdckHvMDO57G+jo0oDxydziayogu7j9jQmKA+JYzgOQFidzSPBYKC2YHT6qTQfh78stLg4f1QsCLfcsum9jSCC2aYili6+wDX2zr30+lofaOmXz9q6uggMUfwe+wddNzvy7oP9QuHACD1/R2NHXGazKYF6reCgVerJu+Te6TnC4J9nk8++oCZUl9tIx+iv7eioWa9yG06EEpes7zWL5DgVVOc54eJBIGUpRqHBM6h7ddNzPxk+isEPHo25G46LQptJyfn5UETf+C+0uxMch76/Mscqd/sboTdp5y51NA9G53fjgqbvhrb4g1a6nRCvT3Q+U0ztEuQwzICWKy3tjn6GJ1PXMPild/89AJxpTwDDZboezqj73JnYGgEaNyn0Hxjpw/Bb231+f4oLhDwKa59FJ+Itl/iV+icjRahoHuFZ2+XFMrVVjaJM7fIB4Cvga6bp1xH289udu9XUXsYeHtE+mnsS3Qf93H74i2ie31AS43VvPQkdJ6Ps+g7dKGbDtrT51kEy6G8cWHqgblfd/mBk2DndqVhlB9SV4Rf9OwJB6nxb9XU3NH5VmD/lCsXl/gCdqOvRz7UofPtkR0HHlU60kHyjqRomT6UT/b32c9WP+kPFD71y5qLoPWl9vTbvcfOz/NlFrjW6KPrhdaCFF7umQGAQ6Gh6OYJtL5dTlz/4LRwEJY/wM/zFvUSHT9WZ884HgC0DFNlJUbR/vHdtnTXcFoYWP1t49nX8qjf+B3p9VvpTQCI9REweNmI5m2ja6c/VggDG/V8+l/NRtv/ISNc5Bw9AAQ4u3KGeqDt742P6gywCwOafQnrR8+g/Pkkfe22Q66+4JXU8w8cb9DnR+SlgPGL3XTwKuVMcXY0yjOyv+9YzMTua7bMGYteSkN55v0Vy8Bf2H1Nou51trJKlFcVf1o5GcoEAndPm3FxUl7l+nzfOfFTKBC5LZqiuALljZKsG5w/KgLByns3dJ90orxRZHB9mGdnKJB3b9A/mI6u+xqrNT67ivuDb8mJOroq6PPjqF3nXewcDirlkmd2caJ8EtvNs85MPwg8Vf46KDIDrT/3QV9laF4IyPxYpBXVjuYL9y4+0zkQBB7oVGcfl0d55rZzebioeAgwm1FvN38e+jyrG369NGuLHxjUX7xlcAran6+e8G5x6A8HJaBCWScB/b1pN2/1GVQGAIG9jVVp5mh7zuafEkjaEQbef99Rav2a5Ht8bLrnLBwBfpy1nHL8LLqeznCQvTP+3RtUm+zmML+Etj8n3uBAyfFAMDZP+U9IONp+C7+Q5E1poWBu568Mp11lBJeSkykI/BsImrwcdl8rR3msvit7qyV/KFAsjRFYIYbOk6uOK4iqhgcB+c/R41pmaH7lWHeWsH8wGO2aK914Io7g3Fu3Gexb7AtaDGod3FTR53lvf2bDQSc6cLXNi+R7e43g5QXpL810g0H7IQnrOb/R+YdudnpVaGEwkJe03yRDen7XMxK3oGh5MLjawbP5iDnq2exETT9u6QoGV+aXSyssQvdrv090a9zHzg8XH/pGPtyC9rP+TP32u9j5YU5EaessDvR3JX39GLjuagh4XPorUoX0nGtA5WFUsRAd2HQtXqaqhHKg19UTla4/fEHjmMSn2ltoP4fFLX8vdykYCOpGvExkR/vh3Vq3hZciwoFaarjpC3mUr5T4bxTP+eoHltxdX/K0GPWiEwqmCdy+fkC8f2Tx4ltonaPSQvftH4cD5XN1js6cqM/kKPi6ozMwCLgq/h0r90f7M3etao6oUwgQ3c7HcV8a7U+TZ6MhbQ9DgH6ojv3VRjuCB2+eY75ELwi0dWoEmKxH6zi9zXvWuiEUrHzp+Nu2NYTg0qOhcssaAsHWsehHcT7ouhxv/sCDRyES+PuZD13kQT2DhPzj/s6HnoAzoTNJ4S3qE3ovq2wKy/ME2dHn5lrPQ+vwGru8U1SMBFyi3w8skwkguK3u4BJL2UDAr+QbaeGGtnPzzbVtgR9CAbdfesiHSNQPOLmYTA995wm2NqQo+m9G+Uck1OvKWslIYK/FscQ4G+Xt3bQN73d99Qfea/UvX9RG+//TUdkAg/nhYPmbCZGj424Eb6Q99HN7HwiqeoQnuFvQ9uj0HT3vsDoUVGzuunT4ODq+UxcKJ+gkBADeDM15r2PR+o2n1xmnmYeB+ILHj3Iuof4kNEXi2O6l3qBtfLl44n6UJ2fMO7XXwDECuN7oSbu2Er2vq2VX27WgMPDOxF6iKw/15FIGh5c4OQaABsMi3wcW6LicVbCdFaeN3dfIpxkFX0T739PcfFT2TAQItHf1rlNB5wfphX9vOv8MBm9VsXuwBLSfJ/Jr2edaeINfyaXi8WpoP+sEdzvZGESAGr4W0Uwauq9vDbMuyszxBiP289/0SKDvXQB91iKptRGgz1Ta4cTiSIIXVkw77NjhD/atVK553IX2G7++jvYj8XAg5L8hyvkDyrHmxwUFCnh8wBYF5wx1CZTreP2lhhZxRQDh45F2GrwRBL8eYiFiuS0Q/C4+cndsCK0vOfqpK7AmFKS5H7Ky/3yG4LeXrlAo5A8Gqg6iPHL66Pu1YsObuq1/g4HU+JbptxTR8VrlJL/DdV8kECl9PFCdi47vghcm5sNOnmBtb2necA/6XpxvvX4+dpk3WE1fyOcyFx0X40Xa29KvRAC1hrUvm6xRjrUu1pvZ2usJThqNhgo2ob/3UWasQ7BIJLh9+sQIz3N0HP8eMd7mit2nJ4086jV1RPlTv4y/vKvAB9TNLeLaqY2ud4n+/OK+D+hAkVOyuGoNur9Yk2t6a6WgN3i/wD7m1jA67uvKIjN73CLAwLuvT/9Uo/w2ck84JzfQD1g09Iez30P5auRXdcKS6nDQt+zs9YKZKA/U7A624PDxBYl7TxfHeaE8IDlUUjOuhZ3PR5KiW93R52eLQsOnQ9h9U6T4LDYFLpSTtXoUFbZi91nTtRQarYTQ8RoStT9edSgY5FyUG6g9cYXgTzNvRq17EAzM+R7RPl5Ax2XDRIZrWo8PeBY1KrtNAR0XTsNyNZmbdNC6rF3qtCnpuUaE/Iorv/yAX/+Mvl1taPt//H3Tsyk0HPiL8hvZF6HPA29IaWzKax8QOCtYu1wOfX4WHRBMT4mjA4uV3LkDCig/21yqqjpk5w/6a14u5hxC+XBg5VtRbd1wsHNxXNlyE/Q9vaa3TOxVjBcoHcmO6jVCx+uRg/L50NIIMKaR3a3BgXKIXUROnJOJL5Dhv7057zPaz7EcQunAiA5Mwm+phXWjvBo0qNInqhUAVNIG32WLou2xThgQ6KwKAwbPC1bx3EX5s/uFMfB7FwBm8tef+a2K8qTvrvyN59eEgQJPT1PuzaT70EF/o7yNdGAoPrr88030fV9+ZcP2wDhfsHnob7nhQ/T3bu9v3DsDywM5U3ijdBTQ36s69KZ5DMsD0ZeFtdp00ffomO+t3c3m3qBY6ZphUBd639VP2QwEDSPA34+6gnby6HsUEnl6b41GMHiR9kWBeA7oUU5LCNfCnwNOz+VQgc8NJ+C/G+W06LL5+HNDbfmg6cRzRmz+680F+HPGM4b3nxLPJTHec+8a/lzSTmP1XuI5JsYfLbmPP8cc1esOI557Yrytod0PPvfctfOCGPGcFON3igXx56R7juyYSTxXxbhuz2n8uaqfkD8gnsNiPP1CSxd8Dtt0ILSVeG6L8b35Vtfhc9vnjq9/Es95Ma66NHUefM7rwndHjngujHF9t+AD8LnwpW3JZ4nnyBhXUYzWgc+RjYq2WBDPnTHuMFNfBj53TlZ8I088p8Y4Z0rmDvic+hD/ilLiuTbGZy+bgz/Xnjq3ex7xHBzjMqXT8OfgXpdSXxHPzTHOvmTMFD43d3sfxUU8Z8e44J6hMvicPetjaAXxXB7jHoHS+HN5L9c9rcRzfIzLuWfiz/F/130QJJ77Yzzn6Fr8uf+yeO6VhCcA3zerBfcEBGouJxFeAcYV+ywjoFfgrKT/lPAQMN5/ZAD3EOSP1vUS3gLGIxy+4d5Cf+0GV8JzwPiD/fK60HP40lAUTXgRGFeW+50EvYiP7nZvCI8C4zv9uhKgR2Git/Mw4V1gXNLJ6gX0LqY6rPYhPA2Mz5j77Bn0NM4JvNlPeB0YLzY9Nwq9DuHME/MJDwTjClpfK6AHMvwns5LwRjC++Ih+L/RGPsmCesIzwXic0HA79Ewy9onzEV4KxpfOmr8Jein5qw65Q4+F+T26ucztDfRYrmunsbUyvRdsvmCZNx16LzS2n9qEJ4NxTXstXujJNMq8XUN4NRgXD7jCDb2aj7lb10APh7n+e96URujhvIkekCK8HWxe4+iau9Db8T5x3ZDwfOD6zrI20PPZYTgtkvCCMA4W3baCXlCVksRJwiPC+CVhyXzoETkKjrOh/15JOY0roAD/7xWcOPoyivCUMD5tbJcW9JSqCjrOEF4TxqU6qgKg1+R0xOgO4UFhnNtO1gd6UG5dH1sJbwrjqe2LDaA3NfruxgvoWTH/3vvWsSuhZ7Vnflc94WVh85v8K39CL0taujqd8Lgwnvfl23focXFwTWOXakP8gkWvIvS+3nZc3kh4Yhh3N/7IDz2xHk2B39ArY77v1A9+R6FXFiW/fj7hoWHzr2lzg6CHNsz9UBx6a8z5FL5Wb+it5RxuuUh4btj87zoXcei5qXGHNBNeHMZ91bOnQC+utvZ4IeHRwe/vkN186NF5TdvzkvDuMM5TOI8OvbtELrlg6Okx31f58N770NPTPnEjk/D6sPnhJsU06PUZ3aSpEx4gxh9GuelBD1B0xeAswhvE+L7uINwbfM12J5LwDOH2KzjgnqF7/mxZwkvEeGf3bdxL5Dqm3gc9Rub2VAjV4R7jOqlaW8J7xOZPyE4Ngd6j2p4bgoQniXE1u1TckxS78EocepXMdbiO6uFepfy8lI2Eh4nNm7Lr4R6m3PLQnYS3Ca8jn4t2QG+zvtegGHqezHXS+uNwz/NetwfyQrF5rTxu3At9HM21nvBIMS6RI4t7pI6fs5B3ivEn7i/NoHc6hbMUearwcy67HPdUvY7NKyC8Vngeu5emC73WlsFU5MFifOWThbgH++1nEvJm4fdMrLIYerNnR+UECc8WXq+lwn2gZ5stGIi8XIxHjunjXi7XuAHyeDE+RvfGPV7/vFLk/WLcUw5YQe/3aGE68oTh/hz5qwI94fSVecgrxvj6N8q4V7xXuxt5yBgPzkvHPWStPAXcW2bu51mcVbi3PIs7HnnO2Pz4SBLuOYeKdeI5hDmP55CzIeCrMKcK4S95MHKIWAhocA7EcwhzHs8h1cFArvu/HMLkeA45Gww2bVpCySG+9fdxr3vRlg5KDrl79a0f9MBDYs5SckjMzFm4Ny5btIWSQxo2K+Ke+fFwN0oOOX3o6wXopZvH+FJyyOtDDzdBjz28s4mSQ5wS9XDvfZZwHCWHHKmoTYGe/C2QQMkhPRr7cK/e2lAdzyHMvzdP3UAGeviJLs2UHPJncdYO6O3z6ktRcojSzzm4529/tRPPIcx1hsym478LqPa+g+cQJj+fhuWQWl+gczWCkkNkcrAcEuIL7LKDKTmkK0sa/52Cpc4u1hxi6QvmZ7/DcwhzfYONa/HfQQjFzMRzyDjz+O5swX830frAnpJDKo5hOeSlLxh6pEfJIa9HvuO/y/j5tpaSQ54+68d/x7HaQ5WSQzbVyunC330ojhVSckj1nZEk+DuRr7dtKTlEWQrLIQ/9gYvnDkoO0R/Nw3+H8jFEFs8hzL9rtOn0Z/i7lbNCbZQcUrtb+S/8nYt85XFKDjm40rYD/i5GNpqaQzj/rLCBv6N5UVGK5xDm+uZrx/Df3RiliVFyyAwdnxj4O53bicaUHLI7eHM//F3POAc1hxwK1qiDvwO6cG6QNYfQg8CDyHY8hzDXwXNIZxCYu/QfOUQuGJSyU3OIffbqu/B3TPpNLpQc4tC4ygb+7mnO9H/kkHkhYNobcUoOSTWXyIe/q9L3/0vJIWqdD/H/Pptw0wtKDlm3F8sh7KHAbT41hxgpYTlkbygwTzGk5BD1J6t84O/Cwnb+I4f0hAJppf9yCJN/qI5ZCX93Nn1PJyWHXPxY8RP+Tm2daRWeQ5j7p4+G5ZDnYWD9uamUHJL4qEcR/g6udjU1hxRkdPDD380p0/lZc0h6OOD1XUfJITyhgkHwd3lyR/IpOaT9VIs3/B3f8hfNlByyaiGWQ9zoIDktmDWH1NLBnmP/yCHcEeBw3G7WHLI7AuRXrgkmfi+AcfMHe+7D3y1qif2XQ5jfazyHVEaAoO3/yCF/IkBl7Q88hzC3H88hspHgW2QSJYes9LDHf3f568R/OYQ5j+cQp0hA4/wvhzDn8RxCjwQFdY8pOSTMZUoI/B3ow1/urDkkIxKsE/svhzA5nkPuRYJ3VcmsOSQqEhjUhrDmEBds+8v+yyFMjucQo0jwoekfOUQmEuhF/SOH9EWAgIH/cgjz78VzSGIEeNlfwppD9CJA8Ip/5BC2CHA+hZpDRmwX4b8LzrxDzSFPa7AcokkH3dHUHHK+AcshXeHgaloAnkOY23P6jgH+O+WrodQcUr3VB/9ds9Jcag5Z5PnICv4OumQxNYesTRhXgb+b1m7IpeQQTg8V/HfWzrLUHHL0RAb+u2yjW9Qc0vygCv8dt3ZbHGsOGQsBPvV/hKHnzJznluDDPWc7UduXhBeNzad0Psa9aPOo023Qc2bOd0iewD1ny5IfOwkvGt7nrge4F/2ni0aDnjNzHv88YMclIqF8CuFFw8+/CXadveANbFc95YGeM5FzJgZxz9lBt/0T4UXD75dkM+5FF+yaNR16zkT+lxHigp6zUpTGEOFFY/P1nTX90ItWMO2eT/jPGM+Ywo/7z8kumlHQf2auo9jYfwn6z5u28j+BnjOT158xMISecxGfxlnCi4b3U6NWu6AXXb5910/oOTPnNwSYroCec9VHdRHCi4bHsfdFCvSipy5a+BZ6zsz5FbUlftBzbh+P0iS8aGy+rEG3E3rRPKKirtBzZs6nNv3BPec1Qw2jhBeNzauumSoDvWiTod/t0HNmzgcozZSEnvN6I81thBcN718S5nyAXrROx+m30HNmzt9yWGMOPeeaxt2LCS8aXsdVpoZBL7p9z/Y0wn+G90dNvJ+h/zzaV4X7z8T7nmn1hv6zssyfZug5M7m6Wetl6Dl7TH8pQ3jR2DrZYhfdoBetVuLOBz1n5vwl8bgf0HOeq2v4nfCisfkWhZLZ0IsWOLkn6vwKNK9yZYHwR/YQMFvsxN7h1jKC35hr+dtqWjAwC1x6DHrOTJ5/1Qn3nD/8OP2b8KKx9S0q2HAvelrKVH7oOTPnf4sU4Z6zU9ElV8KLxuY/3ZHAvegnFgO458ycX7XSPwZ6zgf3X4ojvGhsfj/Xl2LoRZdsVcM9Z+b8YyvQDD3n8V69dsKLxub9+X5JQS86S7MT95yZ89JdbwOh57xc5Hci4UXD+9k3YbgXzXOT3Rt6zsx5msxx3HPmNI/SIbxobP6r2hbci760ZWtAWlg5MR/jYqLzLgC7j1B5gnvOxHV5Zp0N9JyfPzgyTHjR2DptR+7iXnSyEn0Ees7E92LmZtxzfnjhPh/hRcNcc7wJ96JzSqJ2Qc+ZOe9jfA33nHucq18SXjQ2P/d+HO5F5/JZRUDPmTnvryiKe84BBsO3CS8am79t54p70bcu16RAz5k5XzPrFO45N+WwpRFeNDa/+JMO7kUrLNOMhJ4zc97O4zDuOe+tX/KM8KKx+Y2zP+JedORXbnnoOTPnhTmjcc/5r+fZ24QXjc3vKDzIDr3onqyEAMJzhvdlF3fjnrNtWw3uRTPXWU+/gXvRnQenR0LPmck3u384BT3nNtdiRcKLxtaJs/BQgF50luPUWdBzZs7bBMyPgZ6zx5ULXwgvGpuPP5UNoBdNN/2WCz1n5rxvb6gs9JztwLFQwovG5k+t40qEXnSD1egv6Dkz5xdIHh6BnnM7n4ow4UXDvJ2SOQN60deiL9yBnjNzfu+sMdxzBpZXsggvGps3nlqPe9G6p8Y+Qs+ZOZ+i4PMLes4ZvByqn0j3EXfNTGdBL1qm8k8A9JyJ65SqXB/0nF+9n/eB8KKx+ceFsSugF33ImPcd9JyJ88MevhboOTvQbLeqkO6P2qcLaEMvulN72x3oOTPnDWp34p7z0YrXjwkvGpu36craAL1oB7f5FwjPGePFaTNKoef8bcH+7dCLZq5TJ6m5EHrRScFxDtBzJs6fgzRj6DnLKs+5QXjR8LpzrD8BetF7muyioedMXEda+lyg5zx995EKwovG5pOF1ztBL/rvMhFX6DkT59UIl0zoOW9fnupIeNHYvHM72It70dYLY6DnjPanNSf0nB9vyDlGeNHYfPOJ7t/Qi67lcml1PIvOw0XP/e7MigkB8puWGw7GovP2lzRlyUbzIJApk2oMPWfmvKyUkgH0nKPcRBIJLxr2DAOcd6EX3f1xSSb0nJnzvNsPLoaec7FI8j7Ci8bmt28ZaYde9GH7RUp+JWh73L4YnFj+Oxh4f1eXd9NG22NmIdJWKhQMWm+nHSQ8Z3h+bp5/FHrOOyNsDkAvmrmOu/1d3IvW5eS9DD1nYnu2ZuGe88Mlq7gJLxpeZ6tuXYdetNWvQUHoOTPnuaYkbYSe86tv3K2EFw3vi+NdXaEXfVXJ5S3hOcPz2HUu3HMOPxqFe9HMdUxXfhWCXrSDhKsj9JyZ/F2NbRT0nDdI1XISXjS2jkl8VRX0og9ynH5K+M/wvGfpdBj6z4eKH+P+M/E9bd2A+8+c2x1wz5k4n1/Sxz3ng3G6moQXDb8vdB3ci16Rmox7zsx5QE/GPeeWQ6bPCS8amx+NE8S9aDluSzPCc8b4AlGDDOg5257hHYReNHOdM91bcS/6au+EOeE5Y/MTf114oOdcurcN96KZ8xPNmSPQi9apnLIEes5M/l7oNO45H5Rc2kF40dg6kT/UcS9aRskO95yZ868ySnDPeWTHd0XCi8bm57AL4F60oMONYxqJ6LrpluFoY7QoBBjnuQTOFUBcWCO77JRrMDh/bY8V9JyZXDLwHe45z9bKXEh40bAfWCuLe9EbjDu6CM8Z4y97xXHP+eWUJtyLZq7DdtAK96LLolS0oefM5NqLY3HPeUUl+1HCi8bWCZ55B/eiN3y/ogo9Z+b8Hos/uOfsREvwJrxobJ5XzQr3ok0PaPASnjPGTxRr4Z6ziFYP7kUTnxPZFNyL9nshuRd6zkweLxmBe85RXI4nCS8a3pf93N4HvejL3gmXoOfMnJ8Xdg33nEM69vERXjQ8/8wvwb3ojoEcP+g5M+d37qqYDz3nD4eSHxNeNDbvuf/PE+hFyy9/gnvOzHm6Zbo+9Jx5Kj8lEV40Np9k1pgEvegnS0+mQ8+ZOc+3uAT3nKv3d2kSXjS83xzhxb1oiXRB3sMm6LhvmUrn4hsJAnWX1kmWzkbnJcec9o/AOhiceCxwCXrOTP48fZ4q9Jxd1Cz5CS8aWz98+3Uv6EX/ABdxz5n4vOntwz3nXRw3VxBeNDb/lksb96ItXt7FPWfmfPRlLdxzXqp2xpPworF5od5DDtCLvnLCLgx6zsz5xjPH50LPWVUk7hXhRcPeTFS3CXrRFywtcM+ZOT9TmQ/3nNtfJNkRXjTMpWHsuBdd1W+Me87MefsF23HPeVOwfCvhRWPzAgVncS/6XmY17jkz5+esW457znPfv+0jvGhsXqFXB/eic0Oi5kPPmTl/w9bjMPScX/499ZzworH5z5v3boVedGx0vBb0nJnzVr+sbaDnHCOVc47worH5583swtCLPrVq8zHoOTPn/2wWLYOec7vbBRrhRcP7+j4XR+hFmwwarYGeM3H+Cem4BD3nXclWcYQXDc9jhQd5oRct2r6wBHrOzPk3ZtbfoOd8VCXBnfCisflM0Yt80Iv2dO3BPWfm/Mvsmzuh5/wnU3Mu4UVj89y8b7KgF81dp4t7zsT+yd+Ee84itApLwovG5vW4lXAveqZozwzoORPbs+pGF/Scd6/fOkB40dj8uTeXRaEXfeRBewf0nJnzovV2uOf8bGvCBsKLhveVDwdwL9pT3CEWes7MeeNAuyDoOUfdNQCEF43Nv5ueZgm96M/2XybESXlVL+z+Neg533hyYgrhRWPzYhrmV6EXrS3Bpwc9Z+K6sDx8BHrOjodjUgkvGh7fV/QZ0Iv+Y1GxH3rOxPXr8SUf6Dl7RI8YEl40Nr+n3L8betEKrS6/oOfMnO+J5auGnvPKVarchBcNrxev5NZDL7qRxzIXes7MeQ7/MTr0nF8rHdtJeNHY/I3phibQi14zVWsr9JyZ84YgFvecxZ6M2xNeNNyfn9gcoBfN23qmBnrOzPn2fhdB6DkvV9ddR3jRMI8tyvsCvehVIWXTCM8Z9l0W25NwzzkqDfeiie/1hk24F/1G8u1f6Dkz+QzVyhToOXs5DUwhvGhsnfwRDz3oRbe5Ku6FnjNzPjztlwb0nG/tuf+A8KKxed1Yk0LoRW/R9/zS+KOc9j99PS50eJxEW3c4Fe77loYUJUmKSpGdZJTMp1IpZacSpU8DicwiI0Qc80zHzpa9j81jb3HMFmkoktFQUfqd73X9rpw/n+s+73nf+1n3/cf5+5f1CWgAosend42uVDwhTFjBSK2Hv/8fbzqkdOajNwXbDm1191ft/Rcnbtrfd94rEoMHKyX7ryUB2/8+gQ1ww5Z2QV8kFGf8VJw2/mL+w+uWyu6jVVIwOuJLzKYRn3/4aK1Y5i1jCp65dPzYFRubf/F3heZvj72nYIK79xFJg75/50hv9xOqkqKg5dpVMeXHev7FRcq+vXziGYmaEwxphT2Z/87p1tI+nisaitap1mLfuBv+xQXmVOyaiWR8TL8toXow/V880Nu/0e9LKBbuMYlRTlw+vydpX1w1fyTSX3BuV3Jq/BcXV/u2q5tOQcf9R2x65VP+ndPWPVO18XMYhs2NM1NXLPPmJbJlt2sUHXfoKoqKxC7HD12MyXFro+Oj9ADsqo7/d84R455krtAwbEiQ+N0QvsxnbvK7YkEvKrbHyXh7c4T/w2vvbT39jkTG9eMe7g/67/2LHyCssRE1IWOUnTh7rsQyn84Gb6kvyqk4Mxi5ePcZ9R/+g+jpA2J9JAyd9CZaqSz/7t7Vh7qfqdHwbmvpL2fu3H946cKY6XflBIQdKfVJIU//4b0JpEBuhWg8DoH8TgLLcVEB01FFxWjU+R2WqTCS9+8c/d5FiCgl4Bfvsmhb/+XfTSx49Zw0RsOfMoLnxSSJ//AiVp2idrIkjLo5qRR+tGv5ng7PPZSEo7E3bzZiLLroH56o/XsNbZSAn2/S3Z0NlvmfAUb4xW10LD+kvdesOPEf3urQ49Ezn8NxY5vaX67h5fus993jcH8/DXcUPReyWPL/h3/dkBjm/5qEwSeCBZ4nLp/vIV9yKccmAsfGSe6X/1vO7y+tlmTDFCKW+VzZlWrU/Q/ftd9J76JnFD47P9xQ4lrwD39LRfnq2b3BeDfHYvf7Utq/+JYJQVEvTyKuyxPO9ZFZvufFBdsXPuQI7Do3aEZxXuZ/8JbygqxlFLbc8SQV2i7nkbBXfH2SQTD+/ZXirDDU8A9Pq959/YEgBSm/Fnclqy/zfPOJ+AOXi1H4YaStvjxlmef0MXX2LbbBGLg67eXEruU+mjXK3y2uxMIbWewqgKx/eJn+scqCkmAMqXNpbXu/zJtJU6t+3U46hh8keVwTif6Hv5tuZu75JhwH31MKNHd1/sOffBQwv4czCjXuaT32Hiv5h/8j07a5gjsEd5TEP1mcXz7/T83l96RWGvJ9YLt/nCfqHz6nYNt2u5MkZISLch+4sNwv3Q5tnVp/KGifss3R7YPlP3ziHVGFSl4KPoko+NrCWM5XlEKyzQ8vArqWX+SIVVzO76SZwWk//Wj8kdFY+WNiuf6JO+0dEsWC0a7zHK/vluV8KcconMzziMIFmR10vsHl96rdGb1P2R6Nc3vO9w86Ff8751xv77pnkwQc02zm+ALLefzGrCtz/0VBac+n63QMOpbfdTl0Z2hhJK7175iy9ixdnj82Cw3vK0KwWaY4MfbHct6FuvoKJvyjMEPlVG2zXOE//AbvT7EyfME4deVw1Irstn946ilSqmgLHW01bHt+t1T8w3slxzIYpDDcscGtJimo/R8+ZVKvbelUJI5w3vWvWFf+D3/qV4ode0go0jM/sStwPvkXL3ypK69lHYLTkoIJzx4t15voUa1x8xeRyL9p+kv7NY9/eDUKIe5wIQXZ7mj32/Mv59eV7+h/zeYUHAjZIHdSYZn/caHH6pIxkWg+Yqj11nE5Xyfknf1yJkKw2vfY1JkXy/dPsPKZPEKj41TWQamb1mX/8DuMbWQ8vofhrowSw4YDy/Xg3SiSl5kUiStO85q7VS3XT/PBZ4mZz0NwXZrkXo751n/40vkKIQNjOgpcTSubU6j6hz+k59Jqfi8cs9tn4ycvLedrjaabA602Cm8lvmyUslru0zXaiTsGEoJQ6uDKY6Uflnkrz3uQi5cikWezzKfj7Kn/8OyNLYleVqFYmmExViy4fB+ZT+/53jVHYNjgTYj4WL28R16ITwmeIqKcnr71L9WWf/gBrnpNB7kILAvMk+N+UvsPL3/oWl3YKBHZIpT2fYhZ7l+/Jz+1SUmhOLy/7BbX0eX6f3X866VSjUg8m6MWb6iw/F4BW5HhRZYecCqWaTYtX34vr4GJ/lqWHrh0u+AS+f3yOR57lS7ymUah4NBxnRfGy31karhJd8gmGKPG+z8FvlruIymtsvxD7RS80/z9eUtrB5Q1bRHYJ1EPwgc29q0oo+MV3ZYq3NcJL/kUyb7FdbDiWpovcYyOH7jOlFmc7YQ79Y1Xn6nVQ01P3kz4ZzrKylwz+BXVCWF6NVSv/DqgL/g0mq+NxC9E0xfbIlrgwl5xYgOtHvhTVKKKjtFQ6N1YxO+OFmiTLntPFmyAC1bddBUrGqpf1Urrs22BYbOY20sbWPPZVl72gAQNM4TX9Fy/y4C6P9bXqDoBoJhtIB39nYAjP6x/HW4sAbLQmfbOHyFwfkOgTWM2AZ1EKkJFE0vAsyjiFz/hIaSEi64495iA1RPmWn3OLfDtTblul14geF7NFfotQ0PvvT9qdgS2QHDKx893roVBdzabirQKDQ9OXFAPkWiB6hu0q5MioZC2ec8x959U5J26eEzsegucISzFju4jA03r/v2w3TTU0+k4aA21YHr7XN4Uez3cIrDbfRIKxz1f1D5tk64FlTdGfGuz6iAvW6r03IZwlOShzDX310Lmzs75q4114FRAFt3+MBx5br5rPU+ohcDddWMzJ+tA6NnTIyv1wpFmYe2Uc78QFlamP7wzWA7vb9T6NPYHYvh9MxC5VQQN5C5Ns+0VELX9bIL4QiDOr/X+oU0vBKCglHBmBRS5bM83HA5ErbjBCzPve0BpRc0f4WJ7uLpe7k2vMh1ffDpmIJvfA4k/OFrjU++CiqlytY8PHY/vdCiTKOyByTXYX2B/A+wWHFZyPKCjxw8z6e7vNQDKcV4uKl5Qt39bxfxEGMpzDFjfD6wB9VuRtqe22MC5HcE9w4/D0HdQpoOoVQt/hC+WeqjYwYX5Et7GXeF42G2uP/NsH/CY9r507C+DvFbjmw+fkDGLseZXMWu+3ahbr3v/bDlsNVjPpfubjHuIcmfkt/dB00C1XaN6GfCTk22ezJORczK029isD+JtK4khpHvgvFuofwOVjHnXe/sGxPugQdC6Jt/zDoyoBpuuGCOjb5WwpZZFH5xY7TG51vcmpJNKh4vDyHjvFFt55MANWD/lFuPUUQ8hI2+l50TIuHMyZH3wOlc4dGWNOuc6lu6645K6NEjC6ijSnc5X10CHw+Tlj30s/bb9lLiOJBk5jlVu/NV9FSR3jO8zNq2HomNRUX2yZBzTzfdiZt6CzTY83ORvdWDPI/kqhJ+Mrf+95v7veh/IhlN3Vz/3hbNVN2/KEMh4KiDfOtOwD0oDsiVfHyQAl6/qBqdEMnZo+L31j6wEZe10S/KJTBh69IN7rDQEb+4vqT0yWQGG8723+Q5mANFsTYnX2RCMNQ2gqaZXgo7ZuSLhniewdfTF5B8MwRMZ667ruHfAXT6OtXtyEUxzJzi2s+a/GKk1k7aqA3JMC4w30hAeS9dcUbtER2u+LdH3pDvglgCbgJomgvh5S5tKOzqSP2azQVIdfOl/kZHdUg1mT65E+P0iYqzq1CQXVz2IJj7e+ulrNRjIPnWXP0HCh4IFJk7ddfBGdiT8dE0NmMrSrz/YRsLR+k77KK3boLdJQ8fJMRtujurd5uQl4wpzPVFzQw/o6N9zkN0/C3xXpfgUV5LQPcXK6duD+7AYHz/VWp4D2sOeHx1bSCjgwePC+18vXDit5K30jAhvrt08t2QVgZWOqRXsbr2QmxR3uY4rCH4bWUkoqEdgxsHDPjEsX6OuE9eZy0GCq9vMB8Pnabi3e29b0O82+Nh2T/VbZj08O3tpgr0jArubzwUWarbDIFuTgDAr75vYwxed5yLQTfH8S2plG4SnO1zzF2iAkAP5YX0pEXjBYovucflEMM4x/PrtVh2sZd61yIkNwYM/MtzJlglQVLzF6eZYHRj2JSwS/oTghE6mN3E2HmRzrrEfNKmDx2/Fl/Y6hyKvWorDTzcinFd1MNb4lgdp5Vvqt7N0+AaTnqOCXBRIDByrNGjIB021jzekdIn4vjtzr7gXEQafGV/uWVUARhJtR0nJROxO290c2d4JlfEyMdGej2Bh+l4KaWsk3vjQtXnXpi64lKSinNweBtfPhL/ukorEmekgR7b8TtBV/THVeSYMrJ6dUrDfGIlfCySma22bYL1lWUUaMQk4bh82d69h6e2HpFNfVjZBxhVxB1nlJCgwOjXb6cDyv64aJ4OONIFclVXk7eQE+HvGacwrnoIS3zG9JKYXOjneO76syIUtNo+lr/6kIaPYTHB9Wi9IiVR4+lKy4XNU+8lLb2k4tltVKuxpLziNhqza+ykHvpnHpc6G0DDfb4WG5P1eODlj/Ge/YQ7kKIyq/1CJwP1mFsZtla0QcO/Dl6t7qeAkNvdGd00Epm7/aXBtqBXGtrrG7VkiQq1vuNDPrRG460FFUpRYGwTm/NwVbUmBI4pcvl9PReCtA0YbLHb2QtElEzGSqj085pfoHn8dgQk0qQuum3pBvnmm2NPBG9at3la7aj4C91l43evdYwPcVm0o+IQGsqkHg1S3kLHTly1EZy4TiuX6lKx+MUBxQdzhx1WWv7viUnVWPQs6w6tU3nwtgUz7GW5ZYwLqkDcKlg1lQ/yFtg1L1QyYQ02xIT4Cfn3FZ15h0AcHhscDfjMRkvQbXBqTyLjo/97bMD8DjnpHHQpRZQDP4G8ft2QC7nMVGC4MrwLXAI3E8P9qoE7T6kOAUSg67xPNYKyrhnmxy4/9idWws8Pc7SVLt1z/m7u28WQ1TPD8eWb1tAZe1TCi09tD0Vuex1bsbC/8eLd0FqstQbpKzys2PAIXev338ZzqhVjttKpP5W6wN8M46W9EBL7ko6i8JHbBPl6yujwvA1w+dKy01IrEgU9XsrZc7wLGjEd34RsGcIa+zExTi0SZ3AM8G1h1+BOf/oTfJWB48npWG6sO48M+Goh+Z8LdjrXdr8VTQC64wbVNkYLVWcWOTlJ9MHNZqMRjcyoUCMp///ySjEccoqrJ00y4rn9Kb8XGNIjpUdc9xVqKYUFRzR6SHaBk+DnAYAHBaOznHbSlI/vo4/b/Apmwz8+b91dTFtzBUX6flVScOHVIaNSKCZvj90TO7M6ETQzpg7laVJT4ucZHlMYEzeN52iMjGZDMb0jPmqCgfqVfrnxcIYTJqZ7iY+nWm+yxb/mfBWLiZEOXh2YR7HzdUEdfVQyhX+xM4UsgvjEKaLa4UAj17zrjbJSLoXu1lcpQTyAmuefvStWsAp0Na5J+KBfCn1oeYohwKMqsVXxdyFsNGifZfuzlK4LdFZcmuZ6w8iLU6NX8pRK0r5lF8UsXgeN4DHHbbAg6n35k+oVWBLf838aLixRB4/e9Kf3sBIxPzKcnKVRDv5CAheZ8AVgQpue9q0PR/WJFemVRAcwHOVItw6qhZZC7WrkhEB8dEnWtYL2ryuZ5uuNANVgzKh9LsN51wfQTV1lvASSfzJXro9UAuzdv4PqmQLxMI/P5Xy8E1Y/frS/WVcHbQ0G6csxAPGd3QmFfMQl+/JxNKD5fCf3beNZauxNxtm/7Xep2KrwnP6Jsn66EFRcTs/ZJEVHqmM9i5SAJdrz6OmF1tAryYkI4398l4jDlamLUwypoXEGxsLJNg0ujAuPtOqG4gefA9WSHavjvzqAme3caGPh9X9w2Hoqt5nN/ts9Xwc3wT4bH/6SDa4NOpictFLXUbbimbJlgYBT75Yl2OkxHrA7fqULFVVih5XGMCTrTtTEfudPg4MiJyCkKFe0aT2ift2ZC7jpuOdukVHB0DvUsPEZFub123/X+Y4LAInUzVSgFXi8qGjgbUtEo0vDxfda+9h45I66Rw+pfM8ktz1n72tdgZMbFvQqEdEp+bJ1gQHPP7mH6iVDUXnHqx2heJYgNMw89opfChU2ZI6bNIZjdVHnw9sUqaDU60zT2sgQe7f56/6NcKLZ/UzwhfakJzBbOQ0FGDbywOOfOVUBBjztSw+EaTZBpFXyVh1gLg0yyp0ksBSNtntRLjDdChv7qtvSvNVCzlLBaxIyCG9kyJF1ILdD+KJp4KqgcbBQCpwlAw1xdMVW1lBa4M2IWcjC7DLqU7d31z9LwxWX9gOIPLZDrf8hnybwc4qKnBN/ep6HG0f0Lk1lh0EMrra51qYLBO2Jpx9qIuLRVYmNecDgc15FXn2ZUwsZPRnmClUTUiJWczy0Ngq1zCodFcyohte3wnbccJORVd2H7SGJCPr89U+1wKqzli/wkN0vBzeLNw+fCmDC953rUzdg0SDT49tj6BwXL3qpJ/i1jQuQmWTHTV2kgzlVA35ZMwbYLexqD7iVBsnhBcTAFwa7yvpkUZwg6NHQrXYpLhkNlWjoccwjXl6RmlUODca1F3wPnj4ngffzvCTpbHXBa8yu0aYcgo0+3Kb8lCeCbbYjEtTrwYqvwchgPxpMZlddnFXsh+nnILZVLkdB//7pAZEUE9kubaz4X6QXSltLqw51UEHikBg1DEUixjxatNegFR41i/akHVJCU9YxXD4jAk7+hZ4t8Lxy9KbmCy50E+tDWF1gbgYNNbHYyumWwuLohha5VDKkXDXXHBoJw/LSfZolxKRAFFDdz2xZD5klI3msahBSJtfwrS0phKJVLcXVmEZT2yRBSA4PwxWdydT/L1w2UXHoQ15kAi2qWAV/XkLCdl0/avrcO1hxVcqz5Gwcdrs1+GYIkPCFarTkkWQ+pH57Y5isnwPWTO36/vETCl/VHN1zsLAXVNKdJl70lsENF+aAkNQglz9V3Sif0QKWKXnOsJUL/oRjj1Sw9WXIyb8Wj5B4gmqrr5pbWwpug4j2rSHQMUfhziK23Bwj/Wd0M40fQPnd2xs6EjntNtE9zDvVAnOnzTMmVteB7t66WR5eOGW+q3vtqpENgcnH/zpVRLD0e5bJ0PAiLiZafJUXT4XOV+pEbV+PgjlQj4+XZILRIkdm4piwVEvMSHOOCY2BdiKLjroYgJG063cwISIXXJJvTmdsSIOSw486RviCskSq9e5c1V//Ue3zpDEoF7Q/xye/TQ3G9jEbOIedUuPIxrHnqXg1kvYvZXfw8CCtj2QykTNKAfFwy5EdwNZCK7v7WDAvCzYnck/ki6fCtfu/mRzo1IHuBjWuFbhDGfz7CKbGbAXveX+uxKWIA8eaxg/29BAzJb17pV8aAfs/THdtPlcK91sfKzrxBmMfYSKfPl0C6VwWnlW8p/NIRYak0ApooiG08MMOEBgot62VPAbhxfIuS16Rg139pq2tamaAiFTNWxtonO8/sH5Txp6BemcSgYAsT3L9fueftWQA75GKOagZSUO3Uq0qpCSa8Da+pdG4thPuJJ46+OEXBC7FOi1O/W2DJItyokl4Gn45DiyCBhtzrdYiLh5NhpdCUjeye26Cz46jldkYw+vY5dGQmpoCFZO+PO8/uAin9jd4V8WA83nJmZdreZPht/uT1RVsvuHF8YjSqJhgvXA9r4BTqgjfs/loL/aVQQV9p4rIvEsX9dW9cieyCpHMrnpzIKoVXEwc0Io5HommsCgWFe0H63Fqde1sb4H0UveHLywjccyygsv1rD8w9zCMp9taD0q8HyvqidDycFHBMh9V3v6N5DtKo9aDBb89ZNByBZdFyAxEEhKqhn1rpcxlg9teI/40ca4/UbIlLZPW/TeZbXoveJ3D0ttr2ovusubSGp8NnFmHnE6mqhuJMGNnfO/7ejYgpneHbR+0SoXj79lU7jiCsHPObvu0dgvfq2UeDah4DR5HuGfFLCH5ivFspwJrnLYeENHUSYF3+9zOXP9aCo8fxmIvrQ1HCUlhF7EUCnLBaFPdOQOi48qFltCkEve9cXU8ssQFhwev7Wlnf83n0+VXcZjLW1W3lMuYoBbsE+1zh+Ur4IUwO4zgYhPMl8s4+hxmwlD7LSWKvAlXG1gNjLwj4iqg402DP0pf78zXZFyugb5ArSu4rASmFA6NU/T4oPsw9IThZAxp/9u35L4WMXSfl3F3lW+D10YGTEwdYeo85vvHCXyrac0nuzjRqgUBHkYAgll5QHjORUOWnYWDcs92KjBZ403pVePXzavhdNJ/hfZGGDa6594JPl8KLDrUCzUMVcHHxapLJuSAsPbHxw45LDLgVVPW0YaocbrtFTf2aIGDSwxthi44lEObw6/nx2Aq4F+N2SzSMgAK/pMiKqS3guLJP1hyrYGTvBplfrL1j1aAUzldZC1OxH88KVyWCmJFYgZFDOM6ekJSpcK2FF3qB17rKkuFpKj2WciwcVTb0TkYW1YDFX+L37zZJoGLzw/VvVRgq3d5k3dlbBsPabCevBxVC/znuVUqCwfilTkTBpqEM0l1XimVfKwK2U9bbfTcHY/jczQntmVIwvRqb0hldCNSPOkhODcL7f/lPU7prgLtNTC61IwX2J1bYnn4ahnXpBzqVHrWA6gzHe+WKbOCbnpUfUaYhrUzE771hC9hfuBU1tzILcgKjPxZtoeFGuhunZ0YLHNwpUPuZkAlWL2JSx/RpqLSroMFdqQXMZRr95nUyoPJV0tLtFTScV/ZHRfFm4OHZKS5pWwiT+atOR7F0SN3rj57fiM3w0l8meGV+Iby+wrUUGkZFzeZ2M4ZqM0ybyahGmxeB15HjxQdY+kS7fbzuqV8zdGk8EA1OK4Kn7xynf/tT0f/7VqffHxHmP7/LOJFcDLPtVg0EZyKujXIeXv8A4dpAbMjvK8UQbDyo4ShJRBX2RA/TfoR132elUouL4NPshxPPbxDx114iv3sQAtmaqzXhRhE4/3134OEBIsqcLH37iKXnSM1+IqRXCFeEAzZa7AnFIA3tT/2hlaDx9vsp488IbxI/FmsVhKCow989+zsrQSB6pqcgECGHJOX6cygEuQmcO3KXKmAmL+B0OWu/zz15kN99MQTdX60f7KxmQrXe1nvuIhWQ4t7d+D6Kgo30dwu/c1l63qZT9plmOXQ8P6brxmCNGNtSiaLnTBAXN859q18OqiXpSVPXKPjeu+jww5us+byNLaEhqhiySz4d7Jkm4KrZtLR4lp7ru1aeFNlZBMab2TCJOwjX9n9LW01sgPujwxGhsyWwudeF/c1VMs4xP150P9gAfFEaRgXIgOMveCxVhMlo5QrJmkINUHUj86dzZwkUnqnVYuMm4+mzNgddoAq0LU8J0VKrQVTH3JJndyj+Hr1QW/+sBE7Z9u4x3l4Mq3QMv0iVENDmo0w3xc0bBs6brVX5Xg4yZy4prI1j7Wtjfm6FZ/7w2yTZhiutHM7IPey+ZEBCmPyqcdL0ESwtCsxwRFbAXv0N+d9OkXC4/GvVoWSEPyeNeuyepYPgS6eppaNEfLoUdW3P8VZQqQ8UPeBRDhPRTyR5y2m4t8wLDK63Qvt6AffTzmUQP/dLmdRFwyrJjc3hHg0gOv3c8PSWAhiNbkmONSKjp6hymt+zBjhj35utq5cPHmc5oproZOy4GZ6T+70BchlxUr81C+DCoucP62wyrhUKtwwSDoUrmzjC9IueQJf/i0/sb4gYYsL726E2DHI+G0Xp5meCLHmz29pWIt4cFN+R8ikQBIocnz79lgHMIgM/HxES7s8yLG3ZRYKP3DfHXXqewOpZiwFGGBHPiYhtbHcpg0ej5pf8s+rhaanCQ9fJINxpr/2QcaccVDQ9akST6iGmO/RWmkMwvrj019r9bRkMjhaWFWxogEPXDfeXigbjs99LaYvxTDgV0ZhznlEBJyTjdv0ZoGD+WF2nG5EJ9kdXTR78VA4zdumpfF8pSB3duTP3LhPSvHt+GJVVgJeaLOGDOMtHjDmyoXgrFL9jD8+vYIDuM5GipFQa0neZ0M7vbAUx/ua8o4WlsDTaEnDtMQ15en6VGHezdHvt/qGIOQa4M0kuT61p+Mg+iG0PWyeE6IpEjBsGwRC/mbvFUzpu3nR6f+KxTjihs1twdwgR5MzeGn+aoKPunUPBwd0dsIKR+1vtGAl0H1by+1TQcSbB+zNE9cLu8kcDYkrVUOHWV3/+Dw1vbhn+GhDUC4s2a77vFquBznXHK55uj8A1l1UURWx6IeLTyWT1rdWgeEP6wsvzEXikokshOLsR9GWO3p4WqgQr448D4vIUVDTTrzA93ggpqWdNlmYr4GedJ3f9OBl3iLPJVz9sBIvGdmE+4wp4s+OY82U+Cu6/aHjzZ1UvaO3SJrL9rIZvdzY3LRSx6i2RuG7qUzzkDG9Yl1KSDG3GOY0GLqFYqqDdYzv0GL7vPng4vy8RRPLoGjdUQtHcftDl3XgCcP53OqZhNhnK4NshbQzBvi8MX4f8WFjcR3r1a38SKNidInOtDcMspbLK5jutUMV/vknmDwNC1ndF8AyweHjkq/e+ph6mXY5sasiuAraltSdTW0m4IXDT3u6b9aAWZezsJFgNbjc2xpwKJCGXT+GH94/qQXTl2rmuH5WQa7ymkfGYhLdH88+puleDy+xVaql0PrxRHtO0mgrFuxx6vB9mWbwT7vCPN+ZCeMhq4aMqYfhbqTbroV8N5F37OXpmZz5032CTlYkLw6pVkdIrrlaDh5bbl1csvyh36ceS7ItQnM+MFO8UrQHK+GCPyNdKuNLcLDRmFoZdHBKtJkdqIFXxcMyRuSpoGDm+aelOGKZ2PxnxP90JH7m8A7m/RoG43vwe7yk6cm6WHS8e6IAm03s2J3dGwYxLt1hENR2PWs1qXpHthJIKnD6hRAOtoPgPXWN0fHFoL/t7zk74fjpGMudvLJR115qb9tHxyJVqRrJBD7B9/Zp26i8Dts1+VAoZp+OD5LX7Sbt6QGmin5LfwwDlIQMD5w2RuL6bflZsfw88t3k1x7aDAUefuMuvXhmJNT/OO0zJPAUnIRdZde86CJapf9OuG4lJOb5pMiVPAZ1Na/4G1YG2VaFQ1cFIdPoplky3egrSJfOmSot1wOofNsETkfjw7PSsS1QOSGTt2zUt2gCtETJ1J/4Eov7hr8dKM7JA5qnPeSPWnE7oMf2cfISA2i6Zv7cq5EDEr47mgIZ62P4sW16Vk4C2nNMuen/zQNdXR/CCFBFIz0nDazsD8fB/sWauljmwn6PRM7UyHAIuZq9aYCeg99O1fwuIuQDcdlk6bYGwZ1MJ7d27QBSyezTgkNMM9PWD3CSrOlglxSyKSaLit41vVr2yaobAQAO+fS11wO7o+kPFkYqrpK66nWbt91vp0k6pxnXAfev673cGVGRMZWgc6nsKF9Q+N68+yoBzx8e0L++PRMsLjnJh/7H2Zfp5r3uLRCjQtNC/voWIdP/bS3vSEYx5Hj6R5Q4BlcGRdU3HWftagjuohLXf9/z577/+aBIEXuZaI3iTiKFfLL8o+DNBY1GLGDdWBoWX+gbY1lExtklsaac+Exp5LyxMzpVB58kQz++uVPzJ7e5ne43lUwii6n3zpRDdG/5IUJ+KZmnSV3/IMGFo4j/BV2plkD8TXX+mkYp8a1cYhbiXwItjbJtVDBB2ZdttOk0i4J7TbKv+3GL5KI/vu4OuIyg1uFLKZgnYTeM/um4FA6TnD6ypr0Y48PrZy9ZGAqpO2Ei3fC4Bv+rJcMvJWlj6am3IV03AfUL6H95OtYPViVX2FO9aONweUCekR0f5BYXjvfHtkNkXIOFxnKU3eijOc3vp+FHn2/36FoSXxzfyitjXwbNnGUIfzIjo9yqttpWlPww5UjlHWT5bhrB69xZlIor0XdzqcArB6DAtl3K7DkS1VB83riTisWc+IZNbS2Ck+rt6LEt/HkhY1zhtS8AqXW2Nlaz7b8jyfj7yoQA4JIzXNbPuPz82KnhBgAHvyLJWjzmKIL8jsOpwNwFbeNd+U9NuBqazacp4DRFMa897CFyiYtuHOJmDHs2wGK2ksk4+FBylJYUmH1AxY5i9QryGVT8/ytkakQhbCxOVz+dScVBbOZlrXQmcrt5uNh5SAOI956TUrAmYOHvjqt1fll8aOWGTNlQP2bF/dA+TWXzaRszXZmXBOVuTWZ2oejC19BHQZfUFpWA6R8o4B/zPniFHS1YDynH7aK5m+ZE5mdayVdlQRn2hkRxVDSn5jx/xKxDwHv+HrcTcLAiZbNJYaKgCw+ZQ2hAQcNtUmlUt9SGs3M0+fYsYDZW3IgpXO5Lw4eW1Zu6DvnAt5UJn5/nH8On7PJu3Bwk3PlKmvfrkBqdWrbFoyo0D8fm5MyIdJPxoPvVT7GUNDGWnh7esygAn9aJdD4fDUOad3Q5XVtw+R+qD0Ys04FvlrVXBivtWuc1QImrhWR9xhz8jHQ4XPa7efSEcz54qWGX6iQkdD6WTvighqJvdP7twnIKVqXlGZ+aY4FgZ6M2tUgsKPPY5D1QpOLTQStQX7oPfqNWlm1ILhfHV6S+nyJg2b5E7/6Yafl0tCdLZ9AS2eeiv+SMXho91jpbyMMjwhOrnnOVABHean3nwRSKeL/M9HFxMBZsyPxH7cjKclWj9SWL1qVEj+2RKGQlqNDborjtNBcF7g/l9LN9KJ5R+OyZNAzYJ5bFHZuHwpuZVVuJqIm64EfMt3ozVX98dSO1udfBfoGmS82UqMp0czpSqMYHPibDYK1cH1SUiHHasOROcbFngcpsJL7eqMGqWECpst+nJqFNx6Ggj6igxwYnwmXSIXAeyRWzGlwupGH4svXLRpA/2KanNdVmnQXFur+PtGDKya609acDioWRg9fOag+kg5DDn/4LFw9O8LDFyrwecuDgfNcxXD++Mtkm6lpGQ122nsFmcNyzN1cXvSa2HhBe3JURjSFgVaV4mKOQMhluE13C41YOPo8bEzhkSaoQrudwPqgSvyPueDWII/E5VzvJ5IbhZuYrTaPQGXFjwbjkyUAmb5L+SBkXIuDo+EE277kKsqoq/yM1KeLHQeqBwhISHCgcYE/EuEOB0XmCXXxXkVTdkfXtPwsT8G6XlfH3g5BprcVc+APTZxgcD/pKx4cnSzi0r+8DkT6149iUPkOmhDL0QomDE0hIl/FAf0A9bjITPeMOGydu8Y61klNlrp6PBaII8DsFJ+a0NoAlOOVVfKDizK1aqXaYZLo98V7nC0QBTnvZXKCepmHfi4e3zUbeh2iOMu+p+JjieqVTftomMlJHa2k7dPgj46XokgVkO6476ED+kkVGCeVvb/kkLhO1s1j5CqgDhw/WHpFn+Ucgv9URjYgsUrx/aaZJUCVsjGrYm69Cwok5XJPFYC0wKHjW8rVgJp7sJ6nLraXjBTHhGcm0rWGTaGQuvYfF28iRHPJGGe7hri+susvZrsZTTcYXbIDCfbXisiYixVqkDSm8R/nL00QX47EGupzrhtj0RDwk9ZUsNLQVeCVuxkL4U8Dp/eO6OSxCe7X37S/RqKUyzqa+a9UoD2xmHrA0WQfhUkRa4ms6AR3841d6+SYHZ4LK5spVB6GiSIPg4uwsYN68HW75l5eWz9eVY7UhsPXW6NdOpC47l7BA1G62EDwM5Zu6akbjRxE+49FkXELje2d2orASJzFZ5R5Ye+JoRX84r1AXdFyKu2ntVwVPvXffv7YtEhe1OSa8LesHU220hxC8Vbttzmq/uoGHBXts9fuReqNwWZ63+Khm0SpRev10XgX3sc75POnvB6+G9vGvUZKhdN/tqA4WG37n9vVcF9oK/uols/0IqKGcV5rTvikDVfH6znk1xwJ6R97m22RWqyky3lE6HYrJk2U/a5TjwuXrPWCf1JhzQ5w7pfx6KDO9zWYFcCQDBZdIWKbdZ++LqTXGpUIwJ38DQ6amHDAWXXbl21TCdWnPTYoCE+QVMs5q/PWAotN5efpoMAxYumht46ahUPTUzxNkLO6+3mS+xh4GA0YKRMjsde7T3EtnrmGDnU1tjZpMNq/ZrRbZSKJiQFzofVc4E/pdw3XEgE1LTFnbPJlJw+9QVq/7PTFCUUOLZGp8JFgOO7ZFHKBiTEyJL+kyGn07b3n3kqwNLi3c3lAyJSO60VLzuSoNst4L1NMU6uF0xTPGbD8dNXJe0uBgUeM44e8aUVAcdPz78iThExE0qQc5k2QjYwj/cmvKkDnpupFTbNoWj1s3wHtGLTKiRFhFcEUWBn4SbvE9vUBEm7v9xk2PChbSJnRdiyNDokCZVXUVFkx8b38SfYcKR6Y8LY9bhYF+lUGftzdqDjx4pbdnLBFexsrevvobC7jfZGWcGqJj98b6LVy0T5vjc1t3blAGbPwpOZkZQ0Mn1Fa/a52Tgt9/29e5cBfDezbkubhuMW84VO5wTT4HJt6csanvK4Zel4YOTJsE4Y72W5mmUCsJt2TcO21QA451K8MnxIGT7UpofHtAL0W+SRjY4sHRCqxmjQDgC3ZJVCOJ5vfALH/I1DNTBvvGcFyk9NPTckbrdwb0X0vQf0fLY6oHAIfDITTkC7zzfvPd0fhIYj1IpClABngkJ6x7OsvxmWRbZd2UCWFsGKBFKidAUrRgQK8vyNZveOgeExsFYvn5tt0gwqIbcOcHoDkWB1buP3bueAHJCT5PXuASC6fGlD1x/Q/BpQVp/1/NycJS37dq/rQFquEJe7ckNxoFDvItvGL1QbCe8or2uHvTYY5xSkIZDR9IT+At74fXDXuatfQ3AvZ9YTmunIYduySe7R70g2HjG225LA8h6RJye2hOBzj4JGa/OdMLaZ3Gpn9vrIW1I9OSVz3S09vH83fOyAz76fVSUlmiA7mGvp4+RjiZFEQFrBztA5cAZbs+Eelh0UGevYPmLJqmi7Yr6nZCfcvvVB5kGmHYaHYmZpqOHd2ur0kghFFbYOmuw58M2v/tuym8C0ccwQq0wogh4Nx7cEnAkF3z4HGV/s/T2DPf0vs6pIsidUgi5si8f2KtdEoCfgGVLj2e3GzSCbVpClldzCsi5j30wnSGj7uELR/ZlNLL6yJhXdCIZNPn6OYv2U7B6K9uPHYRGMOCcPPpALg2cAgI2nhGgIGNbcFehZiNYrW/iTD2aDO0No77xb8gYqvk8gCLcA5mxMTv0Okoh8Zh/eDV3JIKXvZL0m6cgxZU4qJRRBqueaYjdkmb5mhzhlujepzC4v2Y3c7wUXiZsvdXK0u11wdzpyeZ9ELrtsejt1kK4kWw6dpxMxr9sW0wlTPvgi9qbmeovRWBFnXrNSSdjqmpxcKx8H4gd/rnvInsRfLFd//pKDxkXJxcti1j6tmzDH4v/9AvgQvEB8zGWvnV3jbgc6dgORJcr5xIo+Sy/OTA+xE3H+RPn2F2m28H3gYnJjYB8SEq4c/MTSyfXkwOv8OlUAddo/ECdfS1kBBB8O8VDsSb06+ymiCpgKnKHFushfHiz70rs+VCM+7sydYK3CLpWXj79YmsE9D6eGwibDMSrlgEjb3uKQLlp+3RIEhVUSXcGcjcS0Mzplcar8SJ4E9OdueJaJEw0ZFH6+QioNmB0tfhEEVgqMc4YLpDgFqNfLfRrIF52pPdc8OsCtacVzjP1CCkzosOmRyOxPPyl3G7hLjigpXhv3SKCZQ7pi61sJD67YdLtLd4FttdFvpS5Idg6MgL3ykXin67CSDlaFwwrJhjYm9RBG5tDH//xSNzeJM64c68U7IeEuzIFSmFLj/z3sltBWMsRErtSthTmiZTwlhVlQGTXcZ87GYROK5N/m9xrgJSQX0V5S3nQKmh1vlWPjKOvMorJNQ1wxVHAdZE7D2R2B4Wv8iNj3+rpplGNUsjSKDfUO8IA3fA3YkN6Qehzx6ZbMbIBvqc+YN7iLoXc0o0ObyzJyDy/QeKyQQMw+p+TRwNLoTJa8PysAhkf+MzFrLrPhCnt2vGiTQ1g//ya8V9hKq7MMeRTtekA5/P805q0WuB4ne9FCqUj97ju2sPSPSCw8er1B/Vl8Gud0Pbfq1m+ODfS6dBDJoyLpA0UW9tB+LqZ4k0bqOgwvnLL3SOFIKddZP17Ih+u5bQb3e5m+Vyl7gjf94XQ+L54QL6yAE7+lLA1ehuI3AbsIcaMAvDdnHfKoKoARszOi19uCMT4wvnKCpYflOy9nUpi6Rmje4/2uulR0Tnh/vr7KkwoCviwYra8HNIl8q+ppVPR4tJKycAzRKh5bydwcUMDLPxUuTKdQcRHjpHzYyvbIYHRzvwthXDLd72Y1tMInHhYqLnGtR3o9zYXlsTVwvaWxup+HjoeXvgWzlSthCmvfYbhZrVw8OWbo5+8QvCvCc9Ky0MV8Pwsl520cC046609QHwbjLw8/dK2fytgZ03KS8+0GlCyr9l81DQE69UPHmWMEsGXvEl/DcWWNUcdstjoRKwJWFs9plkEB/MNBDqes+bMjIG94ZdAfKjPG1DN0smhHx9Oiyvkwo2rUa31LJ2cOcQ1s/Y1E3a2tebqtZQAX9/rTWqmFBweqFr0aWXCNWyo4nvKgKdX5B/H+VPw7bl9bTNZTHBboQN2fAwIPeQ/ZFdFQf3W1dHv1Z/A7Nu4kVl6Paxw3mm9bomAC/UNB/SHn8AZ2RvbPnLWw5+cC8b6gwTMbu+WcjucCeS+zujiq/Xw/KnUA45HBNz/6bOHUCgT4gtrDlRtKoUfLdVz735RUKiW/3JjVibQ2cZe/B6pgz0FthNidwjIb9p733Eny081Rspnz5UA18sHh5MuhGHV4M4qSmEN1PV41aWsYfn4HzNU3aowfHHniQeDpxZGzs9Yynwvge5Ne3J1f4ehYMfb6e+TnUB52JI85B8HJR7h2C8ciYcvqdas0uoC40NBrQ4iCVCizGZncTASxcJ/zTe1dwKj+XVZ/MkEYKuo5Hm8NRKDqN/O0W/XwuJU/6n1X4vBmPTzgapqOB6ZnNb03cvyXXmftDzLqDDH4SRCWRWEQyOafAf2ZcBCcEtnYygdKtgqHubWEbCzc5o5GF0MH8xMXpfHR0PQFr+RzOME3LiYVcaQKQGVe3nxIZmRYPvATmmLCwHn9J3ZZC+XQFR2eTbxcCwkpRk8o7L4LA98OL6Gmg0JtifMVzzLBguWaly1k4ArsvyUVK/nQJJDlbTBriw48/PNmOlKAj5OpxRpuuXCUzXLUPLWHFCNcxmaGQ/EovOR6zUf9sADJZHiN7MIUetX3GgtoWPlyRVHTv3XA4Xq4eeORiAomG0JVx6i4/nMj3OrvDNg1OMVrUWSxf+d3hnzXAKia8eOI2WdLP2Zn+yngjAWWvSInTcSw/NN072udsIEY3/d9fsIxElO/0/f6HinNX8v95VOqB5u/rx5NcKKDRmVnKz4BLVgt9mubHj8NpU45VcBp8K5zNn2E3D13JeVWVty4Nsz5baliHKoVp+7PspFQH2v9QyvTbnwX1eCupZRBQyskpZLnw1EPq0dler7cmFfcffX6y2F8F9Et82Xz4F4Q2ecwJeZDfvd9+1QFCkEP7Li8V/bWXmR0T4u0poLAVFhkS2seXLuWHLFydeBKM+/e8cq+1KQaMuKLZSvBNl8gRBJyyDsH4kPeq9WBpdepq8wsKsEqXjfLQudQfjuYuWRyuJSiPS29oqZq4SjR0jqvoFBqMqQFh/RzIaZEaU5D74i2GO6M3+nFAFV1kTYJMvlgfK5475Bt7Pg2vpNAzbDgWhhvaczIroAJA393oeR8+CVvfWJqbpAXK9deFOgoQOyFH4elBH2gZZRg5oAVr4Ebu8Uf2jUAYlBpkpdFY6w24A0rOVLR02KS6jlWAccLbh4wnCVHbCvfR9Prqdj88b5xX0Hu6G7+VB78GIKVP44efq6SSR+2fOxeLi8G9KrMp8EhqdAxe4hevf5SCyj/G1dF9sNmnacair8aXBN9q1/yIVIHHXQXN8g8hTWhYwYp5qkQWhN1ehrvUh0yhXnCPqeCzt6G0THfcph5RCve+XLQGQo+UoxfrRDrEbSHfUbsfAoueh9ljEdQ3un5vk824G8y9znP904uHSLahGzmY7Gz6ibe4La4XHdOsGfpVGQ5HatRFCQjmLn4gPZFBtgbNcU8fpZlk5ezeCx3knGA8cOJs0y60Fk53Cb0JZK2PfqS4feEAlzFYgrGjrrwexBflYxVwWQiA6m7UwSfklf0rYUa4eqdt1C/921ULhSZWD72wh8U2t07++LBnAe1R856J8BehOaMxFRZHRnOJptVG+EZHZV2+bv6bBDjFch/zUZ89qEltSONcKOY8wnEWsyIZTTMFXpPRlb5qibPHa2Q6+J4K7iC9FQuEHsFHUkAp+HvWruGKkB859qRwKmM6HkAs9OvedhqPGwO/GzfQ1EcOSGb/mUDXMXdWp/hochV/yDKfr7apAdfoR1AVlg8OSlT5V8GPYnSSatVm4CDYO+4r6/BTC8sF0uik7BMMbKt5zFTcDDParS5l0I37r0+sXmKLj2SkWWmFUTxDbNqtvuLQLPsTjanQoKOu7qeOxzpgNcxnOfGXvVQ+cW6oV3XnRUjKPbDRp2wGO9tZp3WT7iLK9O+5wPi3/qFmctnQbYsFggVe9UA5ZzR4zu7Sdjrvu1j6Qv9eAp2Zyrd7kGargPP703TcJ7ba6nVouw9mtKXYd4ejWwkRbq5zeRsTdQ8776rv/9D9Nn/IdNLZg59Hsd2EhGo6B3wZWNDaC9npLprpwI3RwV2YGBZJw31lxlt6MRFO8mxVtcSwSTS5F7AtvI6HnkYPHCVAM8LpG0yu9NAk11I1XONDKKr0D/+lnWObsTbwgT42H4jZRP9xMyvmjnfDJd1QRTLkPJ3IEF4KJ3khb8g4I9Ue4U+eE6qIky0VnFUwKuDZxh4cKs+uFwZt4zY/mr4kWTo+HFMGbL43SwhYiG61aH3GH5zNTemLyxySL4GJe39PsPEeWMAokSxGL4ze+hpdWYDVqqOO98lIDttJ/JokHFMFNGVA19nQkaagvamUDApNZRthtXWHtObY9xqmIWmDcnc68OIKAF8yRBzojlYwutMrcHlgDV+u5AEBJRY53BJmmWPxXb9cI8KakENqh1P7bwoSLx2ur3R91ZfpzTiFdLkgEd9r0r7XZS0a+FZHjYmAm29s8fiY8yQCiMpqRuT0W81f/fN9VeqHKa8Mw4nAzyG1bHn8uNwAIiiXvuai/s8Nu+WjU4BcLn5NaoW0dghYmlR7VcL9QbvxMR70wFhx31Hs/rIrB9n+33tceZ8Pa/B6d3sXSU/MLCTAyRim9WbrpQyBYCUaON59nj62FaIkSp6ysRt1/jS//QQwS+hUfNeXn18N7i4IrJSCKaudj5pLl1wNKxktecB/PhEb7oOkel42rPsTa3vg7QP5W4ZmA4H1L0OucTquh4SPVBfYF9B7wcoHy4ubcAvkK8miiRjv4mza5vR8kgOmtlPTpRDzZDRyNXGRORJTFiVET6QCW1i6fsTAHstdM4pvGRjPnevjOVyn3QKnVdYJq7EDY4bY3Z0UJG4uarRZK8feD/W066/FQhJP3i4S1fScH/iJq2C+lMkBm6xlGi6Qm8Q07t8o0ULLUL859j6eSAtvX7Oda5g+DjtqUtu6g49spd7UdMOygLrlDg8c2Dd0c/91iK0pHWu3VmnL0DxoI4WoN/5oJr70Hfq6Z0bM1u8lthyoTNrwYO/GxwgvLS2fnFa1QcH+h+kjNRB648ANxEInQrdfao7SPh2SGtnncq9cAuxHtM4RwV9r3VOXvSioR9u1dKElj17Dv3c7XOFhqsr83S72bV84jP8SSFi/XQu/+95FtPImj5cpHMvUi4gbf6vKFYE7jVfjy/5FIHnbui9jcEUZCHc4ec4EAjVExT6Rf/IHhoLhaW6VHwdsaTobuHmmCaa9djk/cIpZY9eQdY86dbxDvTfj8VvIXELfa52sGDa0Mbr4sTMe/1F/NORiPcfYLRx1zrwNlW6E7SYQrqnuThZO5jwolVIfL/cbJ4iDuZ4lJPxQElkdvEy0wg3rrvvfFODgzu1rcwNaXienf1XcU6TMjrRXuL63kQIstUvuzLqnM2y8bDkdUg0Jrm9uF6Jdg5cvR4/w3Fg4FGyc9aqyHknJzAJWIFaGTY/EjfFYYmlhPXFKk1sKby1sAd6UpYQbhHb0gPw/2yZYUPJK1B+JPkKqXFGnh50u5s/XYya/8SbBVTr8HwUObC7lU10BemKPhOkox3rm5YYVbkDK9DnKtlJWsggVOUEvqJhNKvLs/lneuDi020uxTJBPgv50704Tgy8scqPiy16IOvNoLy0VuT4Lev9pltYWTUVA/IVFbqA2M3PJLalQhjPqr7rTvJ2LDOazyvrQm61VenVQqmwWhHxMYSNipaa1CXBHybYIYeeGrPs3SIEL5RJdNFQYp0kXm7YxMcEXvKpsSRBu6CjvG76im40297kpBQK7D9eian3p0KH6La/nyIo6GKL/sN4qVWmI+MPyz6Nw0mjm3t72uhYaRmGz/7QgvIRQlUvL6WDhqGYZslAmgo8M6NqR+ZDHFOtk+S1lfB9cOW/MfDg3FnZ9Ewu1Yq+LyIoarfqoSHVxRdOj8F4YuZ55+9LqfCZNSXpyv8q0CkINL6ypsgXF9mHGtUkg8qH/TYOLwR7D4En+PDQCRkZYoEyeZD1asjwqt3IVhvNv3Y2BKImQHigQfEC+Du/g+XQ3lZujFqTqukJhBjChdOaLzMh1VbVcJHz9QCV+a3/K21gRg8vm7+wEABRFuN8Mj41oJvVlH4iaZA5A0Y36h/og5k0p7L7mGvgibSw4nTpUSUJbd9VQ+qgy9oWnpnTyVYaTVK7P9IxA23v0YrxdWB4fwNnxtcVSA9q2H2+jsRQ1wprrtKmCCxZl8Fkbsegt4ISpMyKVgpLngxa5YJtyZnxn431QHhtOD3KDUKdrxOY869YgLt7rMgmmE9vFNNPbL6MgVPn//AMR/VA96x055P+UrBsjde0yiW5SvlO+eXEnvAfjNBU06BAZ77Z5OGyXRcEZYqVdTfA2cW9A63WzLgSfsBZUMDOp4QNem5tdUfjNc6XftmUA9bRYafWZiR0HeDaYpq5kOQEHDdIFZeB23OH7/125Nw3Va/F0p9BBjkPTrZvK4eqnenpWdvIWFH+hB/zqFWcLhu2yHR8QR2Sx1bvz+fhp5enhlao0zYvrurtdziIUy8FBd7fInlH2vv6uZOMsFKj5ya+zkEVlrWVEudpKB5kajBzXImfJrsuETqC4DMRxcuGCVRMO/V+jazy30gHzFoR6QVwMYXG76dIpFRpdhqhscsCNhExMy/pQXAp88t/XbcJBxN3TJCnfSFXSazrw8Ih0Dxh6frbrqTcGrldHbTEX+orTM0TDd5CPXHjtQsXCShltXHB1vVe+HZXodbrTbV4NZ0ie1cdgSKE/1/fTPrBffv02eOSdcA5+z782GOEbgxnas99lAvnEhVZItTqYGDDlvXzJVE4IstFS/IxT0gasOTaqNfAh7qe9cuutNRPSAqo9AgCfzN2e9VayeDS4Lto/ZtITjo+orn4flEaN+4Kde8LRG+/l8H5x1O5f//8WSESCIiK0WioiQy6kVK+pSRERKF7Kw0zGSFYxzHWdl777297b2O0RDZEpVdEf3O7/vv+7qv637f9/v1er4ej+s69zHxCrqJCUX0p3EzaDkZNh9wHWTaTILzIQ8exI1iEA8UKo76DoDauvIw90oJiJ7+JnulnIRG3kwmzOUOwBu5iWJzlxKo4mPeJgaQkNAJPqxvzgAU3nLb3G9SCoUjzlfvviUhPF2jwHu7Gqj8Lrc9o14Nt5idde/FhiINE16bfkwN9FwaeocJrQKLkXR6+sJQFCTKfVzmTi0IzD9m/01XDdknvKv8xMIQC/OpirGxARCzy/dXsyqFlPmcWTU1EvLnzrgpiu+DbWHRK73FVfC1Zl9iCpX/09d3Nes2+uBDfuWc1nYl3NESnXbUJSOOWnmmhH99sFsnq3uauRoudE8KBemQ0aRq12uMZjcYxh/YMGCPhCfNNR8e+JBQ9Ie611Kp3fDiZOfgk594SDl6e3kog4QSON3y4170Q2LiNUeKRRVUnWV9l36djHQzMvRkFtrBk5zB5aaXC2lMTcVh7gRkHvmIPeNMO6TkfYt+K9EA30ZVdq7+waNDRLWO2Yo2eEazz4cSWg/PowVermXh0dGsriX6hjZwUFYqbQ9oALZJOvb1fDza+8x3oKSnAU57iM6ORCaA/x7hva8X1ff/ibziM0Dw4OJ86X2GJNDo7bE5dAiLOglm8ttaCJ7y6NuOi8VDR0IjEysTFpFpcjjU2gaA3nQ0neFdITDL8URsWpBQ/zaN8jVqX5v24LiXSgpA1DLVoy6KhAzZfoZHDA2A8/LKvrnxfJi5sZE2f4+EPnhhtCepdfJBjNN+JLQQrh7zMT1PrZOmoa3cC02d4NoqOZQ2hoX4uwJvGjOJSJIj5kj9eicQIyd5BD9HwQPJh+uzrUR0xkXYgQfbCeK3uPK+7MPDo6TU7cYQIvpCng1iedYOVsP9Svt3Cv/3vUCLBAEVYycJnn/aYBkX/PyNShHY39xT63+PR/eMG3vyadtB/bTkuL1OIehuKnYuTOCRbeex8XtPB0CLxWhH/QKVP8NpSB49JDSg59Ts5TcAfD6d61WYMnAoP9XrT/VWTr90zN20LphjlnSS86R6xPiwu8MZ6rpghkrORBccC6taGTCqAwMz4ilErUO1UNcnzcLdQFcEDa8D6yGnk+BiY0tCDPJsD/68x0Htvv96re2bQEi22/uwHpU3Hgz/yBuIgJ8BpfT7rjWBlNbtn5XlWHT4wWSwtVo4OHwQ5xvOzoWZZk0ssR+L7vT0fKLXCYFsRs+THZU5IExFvm1q/ogvhILCh0pAKfz60+JJsB1dfTFLAIPk93mfMRavhGWaxr8hUilQ9PWtiHtzCLpjljOJ7auAopHYpADRJOg5KZ2sQghBrrTZn19Tua6V3KClVfUGIqQouStmePQ4MRjrHkyB7ISk1H8R/kBLV3ZYjQaPGH9pqTef6QY5U82Jn0qV4NhL92jmKQkxKr7K1nTsBg3X6fnstxWgS2tb5xVBQqoiZ3OZoroBL3vzysqrSjCEo5usiSTk0TV1anSnCxj2eblEECoglf7a53Z9Enp3XTaHPjMJmDvV/5ho1MINy7bQY5ahaEb+4o3g6mTQ5O0bEdyqBZfGQPKxZQya+Gc/+CmyCGLOCF09O9AEtGzDzwMag1Cqc+M9s5ki2E6K+Dp2rhk8E28zq7QFoXyp86qY/UVgqFw2YirQDCfsGo6mU+f1g9n939doLKDw8SOaF1vl8JwgZrQohkNKxGyhVLEO6K7iutvbkQ2xXHt08ukEVFO3z417IxIiNVZf6/xshBPPFoNYn2HR1upajalDODgqaj6QG2qEBjG/mJO9WIRfou3vez8Io7RumlTohWaNcxddPQjImBiQK/l9EFh0dFnDpOrBFXfv+cBdAhL+fu3pCyYKuFzhqLLjaoDxb7Ecq4cJyCbAgybbmALDhflysXeaYJHJ/vZDEzxKxUearTpSQPFYYDwDVSqMlZcLFmTwqGCs+CPBnwJcf72/nlekevApESXVg3j0I6/9Px0CBdLH+W4+oe4TeFm87i5GoX6Mtn69NQUWzx1pIYcEwxc6nsk1VTziThPaH4angNTA+m33Oxh4LuFp8flbFEr97X70MG0MnHQr0/diSoSiRjrLY27hqMsbb/Yv9x1IkXYjpuuTwFsJn/ZoOBxpnDp8h/SVBEMGC9oa8wmQsXrDSEAjAmmRHi+aluFAylrwuWK5H5xhdSxLNsSivasL7xd9IiFxoZCbmBACpVJrmsd8qTn2bOJJ8mUsFNiwvWKv84eOpMqmmlxqH+G/BRH1wuEEo0J8jjoG+otHfIv7sAhbHtnalEuBIoNarJ9cHejgnstRqqOQNo2rAxuVfxTD20zErepgeWf5fqJpFEre52eo0EIBYV1fWimbeiCqizLnhUWhm2qD/zH9pYBBuC++QLIeaBfnD34Ri0LYe/wrV6wx4J8TP3i0IAX4FEmUU1Tvzo37G+9kEgClmM1fA9opUGmi+Z+RQSTKttAWS3wVBGPPn4ok3aVy9Smp2/fEI5GlVWDqP8lCWKu9ZU0wrQXFrRKDdCpnHnK6FGnUWQgDoX5WDI018MqmZsWHypNNm5Ud542L4Hdk6mSEWS0wxpn7xlPXuy9Wjo9QCuCT2ozy9SCqdzzV6TfsC0J2r/5YSL3tBmcKv2AlJgT4rFjr4qJJiItNne8luRRGct0pHgFJcIFAMFlXDUbCGsZmybGl0PxqWr3/eQrk8jKuydwMRsT+qBXtjhL4j8TRRN5NAtlPsseqWYPR/bWq4OK6TsgwuZfW6ZgE+yOUyo6mE9G+gtgyh9xOeDhUSrBMS4G/qYl/O2OIqPXiJS+aG53gyPbMo/1mMkTdbZT+YExEn4Vja3mudcKdwzdbJM+lQs2VdDkpQyLylhIf+9TeAz1/PM5aaNcDq0mwO+IiI7uhYvbqrh5o+XGc87pmHfi76QXFcJPRzV0FzRMXe4F2/XUmG2s9zNml52EuklGiERtnklgRNLk+ksS/aAQL7CPNSmoObC/8PtNiUAx6uxqi/6QbwbGIm3N6IAhFXPJP2fezCC54eaqxjDbC/fzDgXzUc1Gw33w5nxMD70VmWANf1IL323Bj6zvh6I8Lqz2vcBwU220dOImrAe/Qfcpe38JQme/gF8Pj8XCNRacjg3r97q/R63eyw5BWLpFEZz4Ijn+TYtzcEHD9vBgsa0VE4SY1nhKmgyC8T73UZq0Bpvw9C546EFFFgqMtS/AgJNPdcqZRRZA5/O4K4ieimdH3SQ4yReDfpqO6uIxApGovaIz6XIk5K5/XvN+AYYt5UDZKgiGpLw6CEZHoM3aBg//OAHwbv8ZxWqoMmD9yrVotkdDY2N2ybJ8BMNkKOTDVWgqvjnz1Dq0kobvlPD/GTieB4Zt8aoCRwVpfPw6bFIoieLUZU28mwdHK8OM6L2IB3IyyTkWFIgWr5agrPxNgP8PbyXXBaPh+Sdb79aUwVJofiNf51Ak6ZjxzEzNEMBEtYaOrICLZ5lmbqoBqaMk4Hi/DUw+Tv2qWA9hD0ZZUBv3ZjmrQS7BuN75YB71RkYPMV0KRc6hZs+CTGih9dNhZa6EO9vZZHL9IDkUPyn6xHlClAHN6b/EhxWzgdlRIaMbh0R/lLv8fulTfqf3qUY7PgRTZ5NhaBzxKZrDaKRWjwC3vOXCyzAFle3TPoxePynpbGNmmB+DMXVql22MZVN608n16lYRcOXpJ7tsDoPrQyi2aOR18/KH4DC8JibA0ax9nH4TiPdkcHbcMsLkn0RG9RUQafgEq1g0DkFzkWK3vlA7C7JNHmRxIyH7kT4ZPXQ3cXLurHf6nFuYHHGyG+qh83v9x++p8MTTlKbP/E2ymPrfPOaeZICSv9sgXP1MC8XwzXOzU9XU4jGPhDEazofTllcbNcHntuCNWphne6aLX1xVxSH9JdeRwdjPoj1a72241wefwq0I7rjiUOH7itlpJM/zT+yQ3G2MBDYHGPrUeOHReYUb855Nm8JINyCy86AK3fk98obuOQ61XZYrtQ7Mgba3m6BfFCpB2OyGMyQlGyvd1v8nyZ0J5ks6HxPFyUG/nme9nCEGGAjuSb/IyYGosz+/bQhn4rbuJN4uEoJexN9KDNfvggXqN3km6ZiBY00aQ7pPRv7/xP/1s+uDKK0LqJVwTfLVl/mpC5fns5oFbd1EfRK9eNDRqagL1t41jEdTrn56t8b7xMhtotrmzaj5VQGkk12k3t2AUaV52b/tMFtD12HX5sFSCdsCTEJemYERe1WIjjSXD7zei+c8uI+B4ynDl+zgGcbW0fOsSS6ZyO98f0ZwG6H957POyRCiSCsey/fjRAj+KH5Zx/GiEVUnfNn+zKBRX3i1qZtsKHU+DzZIONP3v964stVGIU3Ryhf1EE/ge98pqiQ8Gn4L+Kx56kajPffpjXFoj0KnajS7SBwHdvMrj9R0scrseLWj9qAwCpGdaFOQLIFXRIN7sbTCSkzaf9FYsh0thTdZRS/kQzlcfKjgejBj+OgguV5aBlpVfYcW1Qkj+Rf/cKjMYeR87pHpODQvFNvX1i3aNEEtbPReXjUU2jCHYr26RQOqz+mCRmgTawTcpNH5YpBzVc6+jGAtCrmwatsopcE8jV74nFotGUxWc6NfCoCKf50ruahK0u7W6rg5j0XcbkWmMHwV+Dex/sW8KC949ZnUWrFQOXJU9buLaDV6vHE2zn+VDO/MT7/FIElLoyHV87ETtI6Mwp16letBAi4p7l/Dovg/p2bAnBYQMJL+oO9YBciK0XDiOR6HNCn2OZAqEdH1cPcNdD1v5raRDM1FILlTnpksABW6PPbwd59gIj21XzN8w4VG7x4xLaGcFhOu7mCSn54E+/csHbbgQlK5x8riocgU0jtXYhRIK4FDKf7+/aoWgS71Fv/LZK6h9ofz59Jk8+DOS3dUtH4KSsAUxY2JYkKc9kXe0GQseh9ZivPOx6KzkXMVxrUqo+eWq4tuWD6fl2tWnRkNQwMeV2f3LWaAxLdTOVlgJ9YUlJy2IwShT8lq4/FYXdM+9J53sLoHT5+1dFnVI6HK2uiSQuyDpXuvcXe4SQCEPBCyFSUhQF2XOMHTDPpKLa9yPYhBWSmy3MiahR9i/Nxktu+HHJXPx49dL4Dg9hY0PQ0JnnKebGiq6wa4zaYmxs4TaT8E9mEIScsgwMcpS64agOvMkZeFSkMrCTmE8SehkzhIt/3ADqNhmueaJ10JfkuPrVN8INF5FFpmTQHD0WXRkxc0auHBAWU16IgJ5iCqQemwRXDXW/bEoXwvq0iXCUsexyMlt8YiWZiokufC5B1F8IVWr/2vTTQzqLfHU3fmXBvE8jVJX9b0gRyx4rig7BB2baXPH7GsEy3M3b2BxVWCqiPmlH4BF4tlesSdCEcgvS7xiy6iCe6XcL/IuYtH5VInzxBoEngTHJ3FzlbAiN813XReLTlzqZuTaG4Dy47WB742aINne1D2ek4Rk/vxL2dcxAFZeEYIacU3AHV72J92MhFqKftPma2cC/BdlfInXFg7Eis51/Q5GRS5u6Xv66eC3yqDpTXwKjRiqRoaFoFkP2roerwHwbJOIiKXmJ93gjyVSDQkp3XB7JlQ3AA/v2N5LZ2+Ga2u/hPY7k9COhqxB//4kcJfVE3aJLYOnTlc1mUpC0fmK0p/vFhKgVz2YyY21HLYfek2ZXQ5D4SfGCF+644Hm6CS29nIZ1B9c7bPxCkOUd146hyR9AEucz0vfrYY/McNoIzESGQ6vXxW8+wLY2utmn1pUw7Tjv+qOqUg01GvlzsVaCZ0jykFkvmZwUnCOIJaGIHhjWNeQWwGH04sWOCqboEhIB0fyD0Em4dcPdvpS82JPdZ80dzT48P/+j2eeyo3PsFJyxwtBlCXv9+klMghf3dj3tDMItVSB6Fx7ARhlcyUpKcRCSOrBE+tUPnw+3Dl2bncAskQCF9IoRKhXXHlGx0VC5tPzdHyfCqHDpqVFtjkGHgy0r56gcuZ4/9SjUfFUSHh7ffLnSwT1z+i8FnUx6HC418VHjv2wdYzrqvANBLkflgRXVMmobZ3Z8cN2HyjdrZ9IfYJg5bRr5ooOGZW293wTEOiH95/aFEn7EHR9v9vkp0VGX7uUr3nuRIJH5ntD9+0KSDIKTzrqgkUj7JvGj85HgXkwY8xj2QqQ+dUVk6CORTJy4wwtlnjAaJoTsYKVcG1mJmJXEIvsrB6cFUnug7sKmgbqbAhIlaqzLtT5YmvQgylYroX4OdMuylYpHDsx/9E8IgxxDo0eZ71dB0dNlTLSz5SCXmrPbdGeMDTx8L6LPaqDY6H6D7cOlwGNvW/iEd5wtI+DrF5yoB7S3xvbC9wvhfLW/Xdd1MNRlEl+2DeuXEjyjvtvu6UCxjMy+9WlqPPourGCrlEORCitiH19UwmjKE2TSzMYTd+NSir0LAcH9vD9Oy8LwbNckk+TWs95X89OR1eXg+wV9nYa/SLoc21++ZgjBIlO590nUcqgY1qwqG2vEIIJMzkPioPRroTPUpw9At/YgxvRO01Ad1XA+yUfFgW1SKj17DbAb8LBR5dYm2HOCuWGJESga+W1o/zP2oDzyj/5oKYMUKx2BU83PMKp/k1n62gDLVlS1CXq/N/2vLd5qwyP/DZ/nj95uw0OaM5jTjlmQXKKQ5ezMR4pysYI9+qnQSKOcknX7i0EZGqo885ReaCw6HigRjpoXlO70uoQBiaBes9rsSHowZNv0m+3UoF9wlRNhiscbKO3jn88gEEnaP6RnnWRYYx1zWQ8Mh1iHhN9ldgjEFMM9mOHChl+tn82EozNhC1LU8cumQg0uBkuZrFIgMyTD++TAtPhb8zcMueHCFT5Jl/CLKUNDPBh1kmhzuBy4wIuKAaPegwUOHnZ28HN8cngUrEDaA+bDsh/xaPbrunuouMDUDzv/OU2exPs59ItcLlBQvxXdMln66n5Y7M9xlnUCDQr7y6nOZJQ3rvHipKLA+BHeDURm94IJsqzVzkukZDFczKbW3wl+IfWsNxcRVCeiI8d/xeCxq72a1TqVQHGl2LIkItA/c53spQ5BqWfzt4gvamCuOkfI4TzjdA9wv87zQOD+N45zOnN1oPuuMLRLsY48N59doNjIhxB3lvfb4wN4NwVnJSqnAgVCu9+/t2iere2UMr1jgZoDlxL+v03Brh/ud9zdo9AdzANT/X+DsKA3P3zkk01EIoZ51c+R0AFN/LON9NSQDqh4mB9YzXEemmNK/ETkIh0nEHZWQpcFqa+8fIaeFQbxTrWgkf77pc8G4xrh6l7LiEdvQ3A44v9tn6LgOz3ml+FYtpBjuax2bmf9aAknF/mq0hArx/3Bk1ItMP2QE7PI0YEbHduENq38ajZLsxJ7lgMWBu1Ou5KZ8KtaePf7s/CkfwvvqdMwjFg3iSwpv4yHarZL9pOOoWjQpky19mEWPhmKMlSWZkKFl/GjpqwhCN0+X6+p10cDDrxKM//S4dWjqkzr9+HocJftN9W4xOAdn8j7b23aRBrdbvO8VYY0iQLCUguVwDbESHZxN/RYCRB3kefGoLMZTCF/Ncr4UD+Rru6Lgk+fL4scW4gBGnr1umplVaCxv2QeF7jaGAM8LrheBCD7LlKj5AOt0C4VKzhw7wyqN73rVYI4ZCPWnDDQd0WyGW9/q0vpBwWn2Bxb1ZxSMXCe894shlYjjHXFXqVA9uvZc6uWBz6/jltmY6jCsgcl7gXjpBAwKyozvsqBkVLPL05eaQC3j/4y/qTvQQOznzMMVAIQY89uCqdZSwhyLF9QbOuCnZ3GIe+CeOQfOGfWy/ud0Iis+x9XG89XFLbaZG3JqIF4W0577kOWD+VoPWjux4od8WerAkRUSetqtlpFap3HzpeYMhbDzxLJFPOB0R0bnXFpG2wDTCpRk9khjJgr6vsPFctHnE68lQ9WesAp2yR17sJdeBNeJ924gwR6V1hnzTTG4LK5hOFhnbZ8NV4fD01Docex104v0HTDEls58wSAosg9UmuZu2fSLRcq668UdMELa+/Hb0QUAhd60wO3m2RqLS8hSZFkuovUvTXNXGFcI1BdUnmOA7Zqzn7eo0OAktKWuXCZjV43rTQot4cLQbtHZkaGQS83fSQ3nAN+H9+fT30NQG5W2yaBRi1AHOzHnsfUy1wBjzdUtrCIc4NmkXliWZozLI5WRVXA0OX5VauxuDQAKtmnHtZE+j4PR43Z0mHA6damJoaIxF7MdFrWLYZyNPs2L/P00GO/rqV7Akc+v1z7zf+cxOcF5Ns8ZbIhImAY89NJiLRTWUfHE39IBy9c4Amo6QW5u5+VB0sIqCE37ysOkWD8Djfdu8wtgYe+uftF+8hoOU+216u8EGQWGEa0bxTCy5DHLq1HETUe5ducVy9F6xe3PhPYC8T9qzE1HGyZBSZ+5NJerIH1F+O/P5imQURJfvTh/nJaKDoy9TtuR4gqZwjqTzMAG8v83oVQTLS43B2ZnPqAQk/h8vRvZmg1yv09/g2NZfUZY9LnYiDR974Oo29Mvgr6k5X/S0MpfX/yUn7XAW+g5GvaRMcIAn/IlyqAING5rBvpj2qYVa8VE/znydssR2+XH4wFLUpHMS9f0Wtv7gIr34eH5jsd5xveIFBM8+ctj6XFMFIZ0wvEKtB+vujd/LNQYj3hrjXoFYxCC3bXSnC1cDym2xThoEg9Pqj/4PoZ0Wg3snBX+hSAztHyVd0URAK/NvgvLq/GXxk1NW0FZtAJr1k5Pl2JKI5pc/tRvVDltonBSUGTSC1qqYtkRmJ+E4EsORmNUF8h+ZvnaVG6Np8MClYFYlqe7UrT5/qBeXln89DNKvhwJ7FbVNJMmK/c+4o55teaFl9fMN7pRokL3yg71MmIywjchra7QFrJ/uyqSc10PTaZ3RWhIysKQonR5J7gWvDZkBhsgpeJXEynlcjozT0XevtrSbQGuGYnxJqArOjSxKXXSIR25RG+CHWFtBY2YdZqvYHHNd98ZA6HPK+lvU10KsFpMTpmFo3fGHgUGX+MFsUKldyWdexbAGXUyR31BUMDPviBSf3cMhsi77gVXsL9JEHY6ecA0HxAstw540oNBtkspvalwwfp5OLtHvyILw6z/TFDAa5BfJrjq2mwG9duWzpugL4eFN8S9sOgy4JapZt2CaD9oYZYXWpAB7tUkrzDoUi1dCTPASXUjCxt8/44NYI4wtvjJqvBKOZ/26Rj6qUwcSoa4Tos0Z4W/6HPsIzGP179FTA4XYZJMrdYlqdbIQXKu+M/F4Ho/9MT/8IXC2FzEuD994fawT+CP2D7I+DUe+qJ3NARjeMB0g95UzLhAddk633skgI1+6f0MDXDcUOJwNNzbPAKuezno0VCWV+qTQtudUNYUHlj3mfZEBrmOcnFi8SsuzIk0uY7YKy/vJ5I7kM+OIgtu/9bRKyknISEh3pgYbprtebZU5wmEm+LJuXjHq/7nUw2PaAZjI7yT3YBpDLGZ0/v0ho89DIn6W5OAhN2DCyXk2ApsekYzsVYaivi8TGbFcFkwwRlztOV8ITBYrIQUcM2gnH24r8qYK0ontfXidXgH2C+vrbBgzKETO+5LtdBZBtHyiUVAnl5n8jtRAGWZqWHUvKGgQs7332NI4G0PMXbN3/mYDkDkvpZiVWw/Nwz/mJl5UQ9SeR5EkVo9ibTq9SbCkwUHt456dbIfTTGQjsAB4tsuAPtTlSQISu3WNjOB/q7Cq2lS/j0Vbwky3GWAp4iieXtaECSHXoCv48FoUKdsayHJOyQa552UPqfDRI9Pm9EXMORsE5H8udb2XDx6Dp7zXi8aB8U/Dlmm8weq9RbzpBPQ9OR00GuZAYmLh+9vP2dDDiyb0GVvoDcD/cmvXVzTyw0/4YoTpNQtVjuc1VFwZgg32b5ZNqLvSfDQs6SENGScN0z+64DMDpJqGjcqM5cNfT6JtXO/W8XMuLu/L7wPxojFhgcQaUBY9wi1F5+0fC3rJkcR8sJFckhBKz4JC/BQ0bdT3UIS9I+zKVz/E3Hp6MyITpA203LPXJ6NRQjWuB9ACE0gq8JahQPbK4sCDwHwnJirpn7F4dgAMiWT2TwQ0gnkVi9NoioXVD9Fv92QAMa/0ubeBC8OUfTZlnGwkdUR9f6nNqglenVaLE9Kvhx0c7MWJEJNrALePPwQCkGzy6/yYuG6x69Tj9NklIjw9xXkhogSC1Jx/zn2VB+gLDBxuxKBRm3ufT39oL3bn4saCsLAg3yH3IcIeMuD5bHKsu6QXNhkSxO81UftbavxWrTkZ1R85y8WVVQ3RY0+gRgWbwOyVv5ysaipK37/NunuuFQ5xthiFL9SBg3H877gIZnbVOfPYqoBc+H3G7zppdD3azVlMhKmQky3Om9lx4L1S/XF0UCG2AuydECn9fJyM5Iz9FysMhkMRfKOt9Xw6v7zE4M+BwiH/p/qbTyyb48IR7RZnquXn77TBP8ZGoaaC8zmu7CRzL5mstOZvhoo3nhupGJLJ/4Rmb4fwasrwkWivPlgPOmpR1KoPqoR/MTGouP4Wu+FcZvDzlUHCNldGIDYdGrkzhDf1fAK7uvFmnGZV/5o5Xuk5S52Z1HXMEuQWUJmV/+UnaQpF9qivuZBTSmLRT8T3aAq0Dxa1a8/Ygxh13sKYZh+6u/7s3RCmBx8XxEdxSifD0p/2a0OFgdHhl4X3K0RK46V/kNNSZCF8VRA7SLgUhJpPJ4T0qDzUv/gtNmYwD9wcaU1bfgtCus8Jrr3oKMPMmVA77NcBDS5pMPDkK5fTna6kTKbDUGKUpvlAPjgKfmEwXotAhx82avggK3Ohi9LnQ2gB1NXFEh40oRCsTaXCwPgXYyxzFGWWz4GHWv4e0Phh0zUDXqpgjDeb+yXzfP50FY1fUuy7thqDq7p8Q050Cxh/tHY49ywE/TwXNSHcMsljwqbonRc3xQrrPeVLxMHZjWtJOkMo5BejDyOVw0ImvNsrRTgQKq9KvxAEsGi75z1OMIQKkewd3r0jEQenJUpvIZizq2E7yimzogCNTrRk9ibHQP6MuU8tIROGvpSOHdTpAPX75ZvLWO5Bzp9NqaCKgA+8uhJmXdUD7wnWdgHoSmE29Dry4n4hSwmzmygw6YPwqIQ+XFQ/FxQFXNloJyHqEkyin2gfNci3jQvFPQddo5wjffTJKzj94p22iF7z3myzvXbeBwdiebHpNah0SsgicnoPwc2is+WruGzgrzyCsIEtEEwGLKfpqg9T3v7xoHOoPGXr3i3miiWg312TzrF81XK09YnuW6t3ZGeOadIdDUSPDLKfGmUFwbmPDtQlVwgN79d2IPiLaXto3Nn9lEOT9IgzMRCvgDI/djZUiIlJZnTIovzcIfy8H5zvuVEDcoqOOWwAReV36N19rOwi9LeGf5FQqgP/6+5V4AyJSWmTI1MF1gnz91JWvAWkgWdF6kzeUiMq//HyP+90JJPe++xtTqbCrsl1S2kFEuY5nRX7xdcFn17OXW46kwLHud7iycSIasXLgMhtJBiZ+XxP/dQL08iQK4ScxKOJ2CXayOxGs6Fq0vlXjoXUl9qR4byjq5vbzF2tJhvG3p+Zo70eDUIJi/OYCBq1jSUs65wahnZcpM6ITgVOiXmJZO3U/7oa7fg6DMNkz35C8gkCcJm/AVpt6X1xnvbvkIDgF8j8SVEJgfNXZn76FiMJojEKarRMhr7qXMG/XBF8sn8ds/g1FPzjiFTl/JcHxBLPRIZUmOD1BEy+lEoqY6Cg1k0qDQFdVcKEimMpfByPo17KJiJ2efFWRel56HWcPnHEsgfyV89zq1PPq6Kty3OQbhAz9iRe//isB8oaR17UZIrqd3f325uRLmC7WvHNMoAJqSziKGD5EoiP5h8/PK/oCv4hl6dD9CvAy/fP6i38kUnc7FXtebgjOGJ4RsVkoBSli+MRqOw5h6DdbZPWHoPYO9vJXShmkK9IleFI9iJTQNcVybAhWXr7dsXtfBjnaW9JC2zjEdX1FTHC3GmxM+jsYoBZStrK6xg1CUb7K0JALfzWk/Mrjrwyuhetroimewxi0a11oYv3RBZRthae/nCuG8Nj4T1lbkahzveF2IJsNBBNUD+KVimCSNzyOmeoXEY2E2mwBDzCofnf4nU4RENc9tN2aI1FLpcYv1sEqWF4gfNyyroOiCnE2XCYGvVT//XTLbhB+i3Wpy/cUg2R40IXb+kQU52NVVZ2VBmewrkfDnHPAk83UhaUjBFmS6u5Yu5ZA8VlTqQPH66H088S48N8gJLWssU9goBh2P4j+iP5aDxNzFp9OTAahDIsRYY+ng6DPlbjpvZQPtcewExY6ROR38AuX0i1q/Q+9ilSqzIMU2TfhHmQimr8RYr38sBIavxnOOAl4gd3jVH+miRD0Pju71mW8EsyYWvAE0UCII07qvDyBQU1dQV1t9JVQsu9Zh8ivQOh0lhGcLQxBnyXych+OlcDy+F3V8P564BiTpuM/EozeMvsmDh5rAQspA6vRvSaQu/ku+3QbDrWlsL0NDG+B0w8Zf3Qca4biF1aS1/iiUKUNqx2PZD+MpOzarfRlg1GGj22gBhmJaBik2KX1w86bmdSTk1nAl3yS7z95MmKs3vzOm9EPta8Uw+eo7831oo388hUy6ju266TOSgHbCx6fPsyQ4fD4I8sCRgKiKforEqBIzfMaisjjJ9FweulN4sdkPDKiyZv6zkOBDCP6VPff1JzMuSj/+DsevXD8N59/jQIfu6OSXEzjYY7H8jx7LB5ZXlxPqckngfYp1fMYOwTsq8qEmocRyPLqut+RGjwMnyyKNlRA4Hgv82MRJxZ9K3delKMnwa2rJkEBfQ1APGkh9BoTgewLQn+xm+Lhzll+K0/nBui1llWkP4FFShcKsseOUEDsU/DswEAuKJzGyGT8xSP8OfvUV3IUMPd/22qSmwvFRsGHMDl4lHPtdlBAXS+c/pego36WWlfnj9ev3qby0iFDGRq6PvAtiGDu3CuGwN93fZvvkZH7l3Zji7BemFbDzSLREvjdJyDwgcoDMYFMTU1K/eDxUAmKBVKh4K/FvUQqn6wrsVdihvrgStqjY/jeZEiIns1Op/LVocs/l7L1WuDjR50/I06NkFhtcq1oDYeuTekMRB1uAbsQ8TFlukbwL68zFEA45CZC84nueQugMyUlTAcaoV5i7kwcUxRSucT6FNaaIWPP/JI+1Rc4dRUezWfhkJSnMqdedRP019yX0arCQuloC9JojUT36z9I2v9rAsGkItFVfjzES5inT/2KRGj3kuhOdBPc93hsVnwAD4/tVUbN8iPR0VGBqAb+Zqi4OG6skYYFlenZBJ5DOMSSmG16/lcT3Nyu4pQWcYalmLd6H1Yj0bYFn5vbmyZYn031aum1g7SGygEUE4kixOlvK3AOgERzSMDOU3vgpM2kyHGRUXSN3Lp2VTI4RJCUvouWw1/21dj4ZQyaXnlccWsmBU5m35I7tK8CjtGUHedzxqDtlPfYr/8lwz2zH44LhhWgIFn404CPOtfEtdPP8Q2AbM2hd53+XjBMETg9dJiMpE8kX6Q09oNqXAGdNsUPLjIc5q+WJqOo0Aw7uqZ+MHt0RXfB5SW0CVnO5VHXsdqCyUhwAF5sic5MhwfAtzAzyr1DZDQSKvNX+3gTfM40yNPmyQfOG75Bd7QjkfHvc4rP/zTCCT/RlhMMhRBlcJhSKBeJ5LzZPooVNMLi34AARpQPpcUVzz7uj0QnuY0Z4o42wfw8r8e5qCroKwYB0buR6Hb5u+IDh6nzI6m4vzqvEmQucOxwqUcicUzkp/8wTRBqLNNmfbsKuPasxL4nRyJVaW7Kafcm+CZhzXP3QiVcj+HstSZGorprauYryYOQINGTgTOvhGlg2C5aJCBlVbOLch2D0CrLwswYWwHPFfg+WscSEKwUC2YODkLY3IOxX2mV8Itbfdg7iIBoXcXdaPCDcEr63w8pvQqgrQLDhQNEZEA3u70wFQ81aRK62XfzoLx46/2Hl2HI4fTsLVHtWCivnLKor86Hn1NdYZtC4ajXWGRNSj8G0o6uPdyi9uP4F5qFQ+bhKMx7PvxuYALQafiPx3MUQABeNQavEYYeH4r4cOFcGzz2XME4H2v63/9xjavh0RdMUbBWchvUJH3iAq0miAt+wtwRjUevg/kdzna0AYv83/jgwUY42tEt8LAMj96r5v0y224BaZHLB9P+ZMNiuPbkR9so9GMgNe73vxZo//qZOaQlF259Ub626BCFLp44Klvq3wK8WbkvzmNyYMrOc/bI0SgkY0nnHdlLAWAuvZVpWAMve3oOiXhGIbuD45vGfymw5cP725m3Fkhup19oUj2lUVzy6o/3FLj6U141K7IWNhaG2Heto9DXh5UzigcR+GiHK/n8qIVSWxWhwsIIJMxBVxyIaYBl7+c00V/q4KB1vLS/VgQ6Kxnfc0KlAQ6vfhXk+VkLlRUEJR6BCDTasNPBmVcPuS835OTm60D56vAmoTIcbdrtNDXRtYOkyUHvfyqpwFTRVpTxBY8KLxr8l6DZDgl6irV/HyXD697WE884CKgvh//vxzftkP9NParnZCrgawg3Z2UI6JPZBq9maTssit6QqVdMBuFPRF45AwJCoTuyHwktsEteOvekLg/2W4hvkk5EoW9R3Gf6phGoXHCBhd+BEL5b2CfshEW2CdUeBU8RGBl+fbbn4Qeec7Z/ZPmxiKbUw6JYKhtYfD/Xe2w7gMlyl/DHt8FIPYtCHlJD4Dqhs/zECgNFtofnk/dj0dK6BEsaVy/cnj413b5AfU/JTFixs2TEFHn09ACxFz7l8l+8TfXTqpsb+wxukNHokrAXfr0EGGdnGa8lxAKlNJFujjsYLd8tt8zaKYaa9MpOafVouAbG7O3zQeiSYLSYjvIA/Iy9cVWApRmmNBRMsRsk9O0hZ89jQinE55xLLjREUP2vtZZeNRgleuf+xydVBhdMe8eT2xDkf8qVvP4iGOUV1bU9ly0FX+MgvUtzCGI+neBWOxOMGHflGwUfxAEl/7CjpjCCCwFaKVVjYSh1rFiF3T8G6JdGrweKNkLd5/bhZf1wdFdq/SLWIB5kr++k9dUhsPvxQjwvOgwNftIKllyJBi+m24lrJAR1p3RbjnuHIyt7Vr0vq63wW/700imvGjAtfv7Ojx+P3gxXF636tgKX6o/La9drIEwgnbezNwr1vF+smK1ohY2n10cUX1SD1fZfs+X1KHThT++9CeU+2Eg1MlLdigXc1bzkf9Q5xU9zXfRcZR+USl8+RLmcAK2ezthxqqe8TN07culmH8gINpmP8ybCnEfWHWnquiqXZQ7HwCBI8d2e6fyGg8Mq7jajGAIiMi3+W0wfhBej0X/fshJBWN5ULWqKgO4bhikKjw1CYFfQ1wwWEujIqN8wcyWgtqWekr+MQ9B1zaH5s2oNNJS90Fw+EoVW4nWLFezewudaN6Z4xwyoUvOZPSkfiRicKMaX3r2BwAj+BvQrDXS94kLKwyJRx+A+tnnWQCj9jp/U2EsFXqb98fc1ItGPNtedUPNW8OPti7ewr4bxUUkFvooodP2kYeMKNQ8Z88alp+7kwCSNNM/cWwLaSJaWe5Q2CAsRQvuPR2TDeIhkYuUsAXHpVkwoNw3CWDTupdHhLGC/ZHnkeyYBjU/FyeQdawSLGDWxGeUMEEp6PUcgYtGGUAht0NtGYHqsnryRkQH7eDxx8vNYpNF77iyDZiPgmQXOoJdZoPJYkhxah0UK2UcajlQ1wlTqstYj6Sy4Uf7yMj1zJCrgfNxz+1cb3Ir3d/v2XzFsyszuvzWKR/+iTd1/LbVB6cAP1PmI6vcpP3bM+vDozMP30XabbSDxhvfGVXsEO33fz20P41HU4TFuV8l2uKf6blSmCEHB1TenVHbxSPWeU7UmNVcduvzOWpciSF9J/PicmqtcWTueX44hSF2wecDSVgoLmSkz2c0RCJIap26IUteT7BVlEkvA1UvwkNFoBKrmvTDffnEIjvws41k7nAdNZ2NG+QdwqPWymXz2/SF40H/nK1kvFwYOvcC5R+PQkJqUsedGG3w7MCljRd8IomUp7jrUff64b1znRfXV147niHT0CXD7S85J5/oQdEfaO3i6nzrneh3fE+PjgKH88Z3zvBj0TP9ojGZhN0hpsIr/TGuEtYkDo9fySOg/uMXmdKAFgqzKm2iGa6Ftc/ShfRUO9SYeDWONbwbxkks95PZaiB0gHzhrT91PoPnUCn8XjCvQchMH82A65QdZdYKIQtfqteprO8Fh8xO5dysXeO6wevunEdGUx9lM4a1O+Kj2iHyckgM/fhkmqFN9M/zFA9EXds2QTKNUon6gFvp55V4eUcMhfv5CUQqxCxK5THgt+/Jg/hKHSOIJEnIUH3e2lO4CS8YZ393IApAQbep4/Y2I9nNtrEQwNkPXQIz735epsKqrlxy1F4mEGO/86n3WDJ3pz+nssKmw42CaK3WXymmmCx+CU5uB87hAtD17OoxvKwZ9d8KhZwUjjqDdCpc+mDpu8TVDW0yT3ZesKETbKZGgLzYEAneZZe435sMpJZmzcpM49EDXPM+iJAeacoPazap8gf7r4RgWCEbnH7tZ7avNg+snpwpCsl9T6zGX5PUnCDHfEzK76ZoLM9ciuANKg2B8MPaWt3Aw+repFxjFi8A/O9OCZYIMUvGpT5nbIhA+vW6Ku7EBGk8UimiXE2FAmq3Z43kEqnQLuldInQtYszzn+lgi2FU9lwyhzoWabDNsQ30jqNu+PGXRZAsimU/wQoeo/S6Lz/c7jkDU58TpNk482MxV8Ri2R6Dslj3dFSUKXHQXd36dXQgmF1BkXwIeieyP6POYywEP4dhv0psvIfm71Ptt2WDk1S8uompbAOvPg36sYRCI9SvEhg4HoYPJF5/ovMwH5qT0M5cPIYD3ohbHF4KQ7X9qqtYXKVC9N2Qc8DIZ1iKPnSNU4tHGB47SL7coUNf1zOL7QCJMhfYsWgXhkfT8XBGLCwVuFhw3l5hIgr5Eq2H/C3jURlSJ3XhKAZ6PzwMeziaA77OgQhZ5PBoQM240bimH69NRuvzC4UCnQve6kjsESV/eFnL16IOfjaLCql4I6NaT9P7/e5wD4VxJLoZ9cJ/91iOhHQR641Peq9R8rgortlXc7IXPpIueWpHUfhXsDjHTJiOBzJQbszN9MBKar7K6iuD3x/CuLD3qPP0TthohWQStVxg+xD4gw8e7UVGd9UFoUvaIynZoEVSHqvZ1yuLh6Om3CxqNQWiWltteVKwYJojbwoIaJLje16y31h2E/PY66a4YFIK57fCNrjw88Mzd0sptCULnnC1issNaIDCBzvlULAJZiWxS/PEoFOjNSDqxlAUJniIPRbD14B06gvDEYLSQnpgfeCEHHnHWu19xawC+2JK9G/rBKEUz04yslAXNN8v36N82wHB9xueuumDks7dgoefbBC7lgy8/m5CAIyjM+nFsJMIxu+m/NxoEN0GeoO6xOFDDxZ70ekFEikdW/4vXG4S1TDp177loWCRltZ70ISLvfWP3rAMH4UQ2lRBbYuCEyCXtP8JElNr+Jc/OmjoPBL4EL11A0LtScu+ZZzDiLcq8EV/RDTpit40MvNIBO9xG41VIQlxGGqy5yt2gksytwzaaBhqfCojJbiQU8/CAl1N8NyyrjrhOX0mFo9zLEoppJGRw8utfb4luUCOWCdsfSwU7Fh6OBgcSGq+6Stvr3gPHTJxazvyrBJ0SM47PuyTUkaJW0sXZA8u08xki0VVA+W90rfY9CaXKXh70/tMNPQHLD1irK8FEivQhrYeEQva1J9pa9MCCqCPORKQaIL3M5vcmdR2yPgkbUeDu7gmDzrISEBEYdigzx6P97yyH/9yjwO3SbuadmGL4T8OtfMYFj7qqXX8xBlIgK1E7YO5ICWR4mpvfZcSj3DK+tSvxr6H9eR27Q1gG+DlyMeykUf1oX+If9cQa0E3gx7RT80fvTf7BwtpQFBrtu3UmpxaQdXX1AaZmsBR3OHnqSRiK89Jp90kuAezDCJ8D1Y0gPhW26UIfjDzSrm5sW5ZA2LGnepjbjXDOs1MhjJo/uTfTqxW/FkO+edbVCw2N8FOTcL5+Jgjx00q0SiT3QvzKUWu6njq4nzxby6lGRvSvzw+9u9oLYa+Fk27p1UEL/amQqzJklExaY3Jd74WesdbvrJr1cHHwV4AMtV/+fAqgiZ7tBbqYiZSRSw0Q6y5ll61JRntuTAE/t4rB6mSrYbhzMjwYTDA/QOXMa5bT3w+klAB3cS6H7fMU0F977xtB3f+22ZaD6YdiQAc/P8uuS4UUJb6zhlNByIjru1T89U4Y/FBknvnNBi4Sn5j+fUBEv0wOXHlU3QG9/lPMhGpHEJ6Q/2dJT0T8D1dm4q4UwxtuDJuYTxL0BjorJ/cGoZBZH075+8XQ04ZYx20SYNk4WqhigLqfAt/71i86oElm5i7pUDn0uP4RevKRgHI1OlkKRjuA6+xFNqWlcjhj7no6gJuI2m3DJf5sdsBbPmbB051lcFYMu/+JBBF1v3kq4OJZBE8P3i077YzgKb+cchoKQj1pVjtIoBh2CbImGAUEWZpkDU5qDmg9Wo4y2KwHsQs2zK18tSAZL5aevhiOpjO246bP1kHs9873GX8KYf5JbSdPVRjSjz7DEKVSCym0hWTMrSJ452+MrITD0FmHx90LVL+C0SLFFvFC6BFgjFrVDUMYz452S7ou2CUVnbWbjodXHyVoI/uJSC780pNnVD9SknV/+vzVO1gNFX/jRPUjXKTIyuIKlaNuhN0+PYWHV1nCoqODeOTuYmEzoNMOdGv5Z1uaCHDzgKWXHhcBCTc6tBEKBuCIRqGEtJIfqJ+qPA++JHSRxa7l5ewAdBS7ZjGkvIW2dsH1NXlq/054fLMpGwCD4dNDc2kYGIgU1vnmTkJLzSHF3sMDYKc4oT1RgAWUPsoZo01C2jdY+5/wtkJHu7rCI5EKYHJOGTjuG4X8BXNwATKtEN878LxBuhJo/kjLdRKikOj1fv218Ra4fbpp/rsMlY+2VzLF9KNQ+KEG34QHdbBav+3+c/wdlHbW9GS8D0PiNs+kNYTqYN2xxI/mayzMcPzUXygMQxtLKV/o7GphUj2b4MAaA+v/Jd05rhiGJAI9nhfldsLa58cKM8vRoNGFWVyNIaIzPctVDUmDoJH/i7ajthQmD1tXCiwTkMXGdv7rp4Nw6NM5s97iUlhsmJA01iEijqdMPhIvB+H+K8n/modKYF7ziVkLENGheBHuEddW0K9jDyVlV0ClmojEu2Yqh/wqWLu4WARD4impElTfig4mbue1BSH56TF57b1CeMSd6tSXVgpzMTvHcqnzqMvO1AoXXgQaSd4vcqke5jas4feIOo9CH5mcJ3kMArePcsXzwDIIJH0wl5QjotjFRGYP/VJwNTUeLL5WA/8H+ZoDSnicJJp3PNXv//8zGkapjBQhkuzISskTpeySkaTE21ZaVoRIHMc4xxlOGdnZe69zHXvvClFGZpKQrOp3Pt/fv9ftebte13ldz+fj8bifcwoEH+U1y2GQLT4nn+V+MSQLGmjpMtXA+bq33GVbocj/HDbdVa0YEglM4XcEqiHNwHZu4mcoumLHW8BhUA1v0wVuhzkmQ5bR6a3HmHBUr+27WP+wGoa7px0WeVLh7Hb78s234WjTjNl/FVMFPtPYysjIFJAb2P1pN1c40ppCsX4yzSAoxnMxeDIEKo16BdqvEtEo7WykXlkzEMhXwnGPMFDcJX9mIIOILpWnrKZq18Jt3PBq2lIpHBc+OPatLQKphF//78UEgjjmi5kfWeoB+NUmFN1wKNiD5WaJBYKS6lsTM8s0OGFZXivFgUMOfMF5uoOtsFKXyNCuisA0bMfvLzcZpeutLXp8boW///5pecRSYZ48pfSMn4yqp1rj4kTagP9n0f1lYQSB+kffc18lo6QYiZLDNq1wc6DA55w+grFJ1lreThJS23tu2xHfCm9X2DTvF1Ih+rPAifUFEvKu4vpzPsMWKuvYux4rFcBfVevFT+LRyPVR0A7pXBvsIs91mQdSYW5XZXajKRnFflioLl5OBwMtl1182VXwVkHEzcsqDOXq+Q931qYDjnjYLbi1GipOdRSr3A9Diz0vD7Hn90NZormPr1wNqG4XzliWEVBuYu3SXVI/UDXuUGdfVEPjNz4uhXkC0iOL7rBQ6PebYMAcJorgnkOWhBYTBj20PLXfKa8YTHgE2KJfIUhr/3b0714MuqzO+L5xugiq6p0Ujtsg2NDdG2o1FYoinpsMhA9WwB5s4VHtwwXg/IRhbz4/FlUN4g/v2VcBMk0GV8o0C2D3anbLnqIwFKC0vawYSYUxLoKy+3Q52FW7JFgZR6ERDm6eJwxUqKAma+umVoClyO2s6Z+RKIDdgbektg7Ktpi/o65yOMMz8WKoIRIt6DgebemmQu8C0xJpsQKmCVUsq35RSMVOPzFIEAt/LA5KHq1NA58/QWJEBjx69U87vNQqEqoec3NO8L+DSdH1IdluHKIeWXj1obkdWBuGu4s+l0GNc76R9vkY5HCobO61egfsOOOeutWVAe9XbtFErxh07Ii0QHhbOzQGs+mpH2+ATXXOlOILMYgiy2SVKpUEb8RZ3zEcTIeM9xUB1+n9nynaliypkQx6soT/KgZSoellLNPRE+EoZ+YFS8RQMpRpvtNu3E6DwOKiwHNfsGhLpuF1EK0T3qlwlJWwNoDhD9qPj1wU9HVJyO6+TR9IxLA1jO6tgW/4xjc3HMlI80ug5LB6H9gmiM2zpdcAWzPXkvs7Mkqse10VebYPND/6y2avVMORH64Kf2rICOLFBVN2F0AAm473WGoRuJ2fiXvUEYqUFv+kP6MVwLuz3VSlxGIICg/zLaOGIi5a7szx5/nAkO9dPfWqGEx1U5/eGghFx2IHQwupncAfPGEWEVIPD7pX7+vSz7kU/DDT4E8PhDcYbpZqUmFr64kCVYSCcjhHr1HYeyGaV4TP4h8VOJK71eX5KCjip4Ef2S4DTMWPfelNqoYGB5sfkasYFB0+t9ed1AO4D35rn5br4HWFh0CBGgV95DIiOm/2wOGreGKlVR2YLtc/mTxJQZcV1K3c3vaAUNRH2ztTtXDv85R+zHkKSqmd1z1qkANUqqhX+OW3wFp/GSNxGoNshsb6sUPZwNuDtey4EgeKPEXRLKoYZNhnyi9D31cw4nn2wZCX4N748nJ+YCRiLRPqMOGog1ti+VF+tb6AafFKxxhGoj0hl07eW8iF9pKvo7cuJkLoRIT2m7VQ9KTMxtXaPgcw6yu4c45JUBizFuN7EoNicLFJ3f25kE1+m7tlngx2Q2YiHL9DkRhex9pwVz/Y3GUkJv4tBBOzhx2FJ0mIod7UKkusH5rOFo9gQopg79px86oeIhKu++X8mbkf9g9tOmuvF0HvMtPUyDESstLqeb16ph8Md8xuXjYohuU5ill5NRFdO9pQhGXpB/eUoLTs5mI4vrB6uuEgCZk8FjgZOtYHAR+q9dzuFMNG2aLxFTcSqn9cfMd8pg/mU2aDdAhFkMc4a+x9m4TEnWbZ7nL2QvLiwKewbCL04c8vt/NQEK+Q6Ijp1x6wU2D50J8XA8IVF50HJCjIqF7o2N+oHpDx0lCEEiKU5t6R6rpIQYyvCOth2bXwl4f55tjXl1D0+M8vDfZI5Lj9W/SwUSoYjMXKPYxMA5R9rntEG4uucRFrJfemgp+dgqmp8jvQGmqVmrbBorwXXMyqLSXgesD0/kPRBpjLNrzqcAOD/nMR99V4ngLej5wHnP6kwKH+R6pGb+j1e6jZ0i4lEH484f1lqxogcimvJCljkFTeq6fGK1VwZPKZv9zzbLANbhK+ZRyO1B0+YmvX+6FCoaxZZqoA4juzSIzyBFT0c5TnxMcWSON9cdnnXD1EX3R5VUt/b0t2jXPxLK3AcyLZdDGxHu6H5F8i40loxdO03061FepHbS62KtZDJS06ZbuQhF4ZXfghYkdfv8wWGaWfBJ4veM7zdZPQ2UrBtVd0P5IoTXvq65sI3uDh/JLuRy6SnsY9T3vg0x7tAM5nFSCdSevb1KKggLttW1FC3RA+sPTLP6IGNhXujew1paB+mpFu48lumCiQGvnPrxZ4fa51XqevjzzrHUhnaICfl+rPGt+vBCHRrbSgTTxq/6J4P260HtjHvQPTsBXA7PZ93vYzHqWLlRnvOtsApxe3pI+7VUDm7kDN3OPRyHmJWGw3iGBpvfSlLhuCO/G2MGmHQxJOvP/6DtNA6owwRdmCCjlMPu/sonGo0xrnpapNgwsF/2W9P43gFdsBp/PlOFSfyRLKj6XBKafx2TS6D0rLBdf2zOGQmFtFyFxVIQQOlln/uZsGttbCAUkNoWjtzLJY03whlFD6Uti4UiDzzJvqiuZQ9OKzWtib882A//OzOns6ForCor8dNyYiDHOo1dZOE/Q+lkRoJAGe7lV0dRclogem6Y+b2prgxDYL2XjzDbx6vDu0cRcRhdiEjh2n9sGe+Ouz74xp8HqC545/PgmpBiMN4cg4QMJbAygLD/wcvy4wHIpE9lcyXw++bIL+wSN/NRUTYID/eqhoDwHtvdqoiqusgDHmzBfKTAiUHO7Uqh/AIjM7PX177Uo4+iWYS9YQQfWubofSW1j0eHLKqdm+AhL8fCztn9JzzbL5w5TJMBSxufuQlm4nNGMd/nBwvgTC0OcLDosxSFm2cz1KohN2TSf+vrv0DFaP/bG+MR6DDjQKvKMldEIsqNSqGvvBvAqr8XcWCprUyXnMJEsDz3v7WdnWYkF+R9KEmI5DZXsOp2HZaGD4vuim/9O3kPBC5r58BA7ZsDZSn1MR7Nlv8brUMg7E/dLM9pnj0A18MedXexp8UyksE5xNADvzD/vL6H4aVvqvLftrFfR7hhE9ksrhZlsYVlg3HMlzmn0pC6+CBeVQwQ3PMlA1xbhncIcjmNobuTPeBFOHMxL8WBCIjZnkuBwioogJf5+nzM1Q7tXOMy5PhQ0e3qwuCSIynrt6PfBaM8g35eEPb1Khi/ik9Lc1Ef18tvSLL7MJmK152VXMqCBawLupQ88521ezXcwYk2H+homRaWU91N3iMxRSC0e714Uj7yQkwS3XHQr1TAPUS359HOwcjiIOK24/xSWCyrzenZKf9YCoVK2K+XBECHjVdp6el2Yip53Zz9RCSQfe04Cel5oHzzwX1y4Da/cL15hdo0Hh0o716QkM0n37/cW/h6Vg0/kspzQ2GoyEW7ycIzDoaPQPcZnjA/DUbWF9r3wBnHz25ejYz2gUca3+kavRANTuvmtgo14AtKU5td3p0Sj3c8t06XIHuIn8sw7XoQG7kO9phrYY9Fmd7fdHvU44Ox9hcfE8DThCfBn/0vtB+PRyqmBSMyz+HatgzU2Dar9J35+viejXutj6JdlmaJI/7+Wmng7lcSym5jpE9GKKzaiJ/t7H/UqGDOsqgT066WNaXhRKdPEO4riGYMiBpuK/XQEe+wrvO+7DIQGtE0/eelEhtG3Xv+Zr1ZAUv6b6QisKyVfpPhABKvgKXJzSeFwFnGEWSdX8UXSdvPI7aJ0K2r1GHj6xVbCXV7/I900UGiX59Jsfo0LIA31Bt5E60BOK6ZhgjEIZpP3Yq4tUSC9yWZytqAMBgzfZtoQoVE+VvvAuuAX+VaO7c86J8CPg7oSvCgnNT2PCu4+2AIfr1C+FvETYiCHsubxERNcXbLOx7IkwmOuxpfCnGlTaL34TlYhAJYo3JCwONMK4uX+M5eVsiJrKuOlbF42+ZVIXbM42QtGnfonifbkg6XAwNnY4GkWmyDD/G22Ai8IRykgjF+QjMBrGb6KRvtuTKafHvaDhU0nUEcyH7dRJXuuWGIRPNdJKxPfCPb6unJSxXFh08fOaTotBKRd2jxpv9gH/+0jTJ1M4OFisoFVzloQW/5T8GKb7PuXvx0mxaCJI77n+46UICUX4hl0zJHQDJzKcu8FcC13njt9Pu0lBhk9fZz9J7Yatr27fO8/WgBeLtJsDff18UU7Vz3OJEB4Y+0STqxbaDdqt+zgj0GGnS4JVzvEgwlt774leLYxryLsUfoxATe8FXb/f6oZmphpvJv9qeKp+3/2POQWFbtrirRco8LTgWPCgMw0+zD/kSN8XhXiVyRvWjykglDO7u/oXgnNtiSfXT0ehlgwRiem7/aDwqju05SgCr0vCCGtORHe/+7cfsOyHpO8Nk+l0jtijg/6rv0dEV5p+q8ZL9oPypzf2V+h8Zt+7WafUQkQFF2dzSjX7QVF+YL2qDYG4fek7EomIfu+zvJj7IhoqB05FNTyKhax7DJeeWuNQKsdbPc6eaEB+SqOtrBQQF52KUzPDIdtfozJSzSRgSD6U3+j+Grj+8WOjJ6JQRfITuTQTIkjIzl89vUKC92sGN52F6f0sku0xmNQOZDOFyMSP0fBv8kQaTiwGhcYyawzPt4PQ2DHTDYQDTxYKK9YgBi3WMm+2C3dA5nJb3J1gIuyLOKVy3zkGmeIbPH4n9cHeMeHASs5kGOPgVsr9RkIDTbzeRx70wXO/aIEXR5JBwK1AXdWYjF7Lck5JCw3Ao4dbGgnmmcDok9/N+T0aMVntYTgnNgDD0jF3vrpng/zzV8nrE9Gotuvf4WeXPSFvl/2/DtdKmJiyUm//hEd7hQw5xor6oOf2V+20okTgNM7X3G4lodIpe64DbX1gMP4yp+E3XeekJlvS35BQ5/6Ih8L0vFfwdKn+t1MiGBmJrQg+JKHCsot2w7sKIYM54dGoSCrMCVgbZNSFoofkDd3k8QKQ3CLoS0yl/R9XMtG5QL5WXLMpshICb27Zxn+gwiePrmXWICxqqjiR0B/dAsaWqqffObyATq/43V4aJPRNdVNRqrEFBg8Oqo85YqAoSvTzqg0JVS753zBtJwB39MTSm/R8qNPvZ55SwKHLzLtDvzC3wq5ZDE5TLAhO0uZjXCJJ6LMc57Lndh0sa00LKz+qh17rpgv93yORIoxUpaXVAW/sRrH7Cg3c7NJEIosjUeM423QcTx0EVsb3hZrWg+2RLFX7G5EIp84ln7XeA5IyNfyRjLHw2Og1IU+Uglpa4Zlgcg84Cx1sL3kfDxGRgweZ6BxRb/TrRpZ1DzwRcT9xXeI1+HhEnne9QkEb2DHHtLkIeOih8PfLQAksh7ZWhLzHIfhnNMl9FAsldWwKt/tKocnw4p0NOoc6O5169ehrKNjV75qN/1oCj9nPbi2J4FFBdPIQ7XAw3HL/xKQfXgopCtMmqbfxSMmkrZCDvR+6q0x6Je7S4FizyogJGwmhG/1oko8+R9kU36ivCOYDK56JzRMRq/xBYflbQUCcbQ/c61kCzY//u6rpjkfoWuyJmIMBoMbiYfz0TCnYFagdiEzGo+xdR8Ox2t6Q923UJeZmCchoHKed78Gjst3v5pipMaB+svN5pjYeXhw8qWtmQfcFn5WfAzQyLAs84H3JRwJNjm7WwvgopJlzz4CxuQew7Ye+i7wohI0qRb9ieQriyO+Ft9U9sCIlW15oXgDa2jZjyooUFDk9e/Y4dy8Mld/tWxooAI7XCheTuSnIe9DFy0q3B3i4n1bXfi2AGkaPkU+6FHTxyD+/E9uVcLerR07LHkFR4nWlHIRFHM5aF8ajC+A9zZvtiHYCMF373eJIC0XCEQ4pCS/ywTjgcZyU2Vu4c+lcymE6tx61UkqzfdwHSzsynVs9MbB5L/zeHx0yuirwlOvkpUoo8Wj9F+RJ901vph13Cyya+bx950d7JTRSVsQiPqbA+RN+mtxpWCT02OUjz6kq0H2+YBQUlwb6sgxW/sNYNLR2++7pVz3w4IDeLWxCMXjv77tRBxTUZrnK8fQS/XP5jHBtbxfBE83lQyV69M+7y5r2r7YHupSYP4kXFUHb2EGvdAUK6vnY2ztomQ8py4ED/a5J8Kb4N8fz96HoglOmOk6hH2bnu3ezyqdCrpYa+WcxETXeNdFowOcAHXIEjtH9/ClZ18JUAIPCv9ebL9/JhbUrPd3VolTwpF5v2qTnlon+sxE/32YDO8NX5/yAOsjtKFnV0MKgpOsVelnN3XBDLija0o8KiU9vu+rSfYGJfa9unmwP2JTF7bFVpULlTsjaE0MKat46rQPnemDLfOuvo0UdHLgXcF/VgIKuFQS/lRpuhpNFsk0hzAmQ+zpNXotGRG3+L4RHsc0Q+XNewtf7DTjYT0qvhxFRYoS3WvR/dP+wKZrV1awFwhRudw8PDs2kPg4wbkJwszTKgGmmBqTLH/+VtMTR81L5DqmR7h8Fyb/TS2thoYvtZPotHIrxfUxRIrTA7Do7QcIkA/id2U/U0PUn5/t/rBrhdSDWonrowfUq2NypVrBLjkRLRRvmnL/r4KG9VqLIq0qQDlCRGVyIREfz9A3vZzcDQ/oLI+fYFLBfr844k0REox3p6e5Xm8Eny+6kolkqTH/ZQWBJRHxGykQnvWZIy+T7WlSSDGwfjkRYWBFRtdLl14F2zbBRuFSvk5gAG1f2nfzkRkTpaolqn9n7IMIo5cPrSRoUrd394fCHjJgTfrsfGE4Ba9o41tYsDBrXqzdl3bHI02ufYNt4JjSdSlQIUyqACbavy30UDHJ73mw2MpcFvwv2vsj4XQCJvz62Ymwx6KBqrtuWaCaop/1aF35QCO+PyC/aN2CQVcWuAxuWb4GtVjHvtkgdRFgmGYlbRCDOHVvKimgSDFSOvlvcXwfGn3+89kgORx1JJ3Xn3ZPgwTVu/dcGtUASve4g8Twc8RjF/mZaiIeDhapPR0WokOr699pSWQQakNkUaRSPA+eh663S6nWwlGZ5QUcyEv16GiPpuJIFUcLdubvbCiHs1U5s/T0M4lK92HvJuBka+zXzbvnnAMlSyEbZhohwAT4Hg6qaYSz0BwxV5cDnh4FTrdlEdCjzTfvJkGag8ls27ufMg8y2NJPkELru3Rvg4jzTCwvdMrW8E5Xw6ZLnrWuMFHT9pWdKgmsvcBKZlai8VSB/IPmJTFcM2kmcz2JU7QXdn8EyqutVED8heDRkKwbl087k3XzaC3OdFaqREtWAvajC6NQUgzblv5FSjzdDlZFv9/e8XOBVTnRpvUBEfnqOrWxn+uE5yF38cJ0MtiMHvLJqiajIIa3pZFcDBISw8xk8QMAtfVW/ODIa8RsSVC+cawSZSv3AkQQE+w5VkabGopFFpawM47sGkDrGVJ3BQoO4uHbl2sfR6NC0JY+ZPwk+raXaNtUieHLKZH/6WhT6ox+q+kmzAY4NponFdFFgf+lQsb54NOpgSGpq+FAP4peyv0vqxICfrKsz/wgePfwz1/fHsQHkjabFqlYI8OvFlVbNy9Go/Z2M+5nMBvhPbqwjxykbLnQ+oJg9jUa8n74oFHg0QHmA8XO7+5XwiKeGxdCIfn5t8glFv3r45VLn3EgoAwkNM+E7r/HIsMHkRwF/PahcbOwcnSsDd/l7bXrGeDSYaStUI1oP9xI9JAnfSsFX8jDn+E08qrigXJDqUw8aXSVF6tfL4euH1E9+MXjkKh17nSO6EXb8J2wO+xZAuNreoQEBAhKzn/xivNoIPk8LLIXECmBr68d2mR0BmWBfJjxcaISFw+u6TicLwZz/tw/cJSC754cCwnRb4V9F2q03kt6Q6Zf7X3INCZ2U/TMaM9gCSakyA5VM3qAvXyK/7wEJKbAoy9gTGyF4DSul+Dwf7HqpnBghAjqs/Xu/sHgqEDwNHvF7lkLCWEYpwZTuO3zXWVLKU+AA69ulO8klIGn5tS8mEIt2JuNZOtTSIPuPnrNrewnUjOSy71kKQ+89nBW9V1pg94JHe1i6Mzhr1N7gDyQhqb3Jjj3GrRCul3jq+IQDmEmavuGsJ6Ez3QrMQ1Y9EFt39/yLJn/AZz4SnaDnDU53/Gd2fCrEpcmEzvwuhrhT46RUaSw612xiUl+VB+6vTx9ML6gHWuOQm9VEKOJoFKxR0c2FMd0fsvcu18ORFgcmtz0YRPVX/aOe1w2Bb4vTy+SygSj834wknSP2pONbDOX6oVLIsLZFvAQcEsrZV6uI6Esoz3SSVT+0E7XEyuNK4H4xe+f120R0v7Nc3nauG+62CresGuXAui/WzNKUgmr22O3bTz+/NHHCzvp3Dhz/sreU4SoFFSdeuZPyvA8uypd/LueshFaeEjM5BTIqEsCycXv1gdmY7I6QUgUY2bgc2qVORoonL+2Up/bBf3k1eddt6Hwq9MX44AwJsf5Wv2KpkwHGs1M0k8s0CMs/V/h3C4PErlzhsZRJB8qFBauyZzTwGK6xuxIbhgZ+xvb8rEuH0k97cmNWEfjyZkiNuYahwu6fV1llE0D3P/d6oVvZEFx8Ru9SWgQKjNrwSDROhIvhkUNaG9nAUmTSVbc3At0X2sbWGbTCwr2ekJ5DDYD1NrxXV0dCf1tHjqliWmFLr/S7IKEetB60KqdPk9B1t+iU9UEEI7ozd/MtqmBr4+h1HXscYggK1EhwQlDLwdM8ZFUF6pVDzyyP0bmmmpbj9xLBWQ/2nkKGCuh8HTauI41DbS3WVAv6uR0/UA/pq1SAojr8WPTBIRMHXPJcdx/sbzhxc3OpEJ4FPHM3pOdkR4XxtMWZPvhwGlZc5QthMBMxqVqS0Kvk4TsHZLrBb1rn6mGFIjDaW5SwQL+vxig4hTnaDTLFk9r8dwuhqn8jPdiEggyMjzVExXTAe2bXa6fDsyC2O5N6PDkGSdo1FPZJd0Dff9ocL/HZEL7udWLaLQYl6vIuMKiXQoXIYfGeMhLs1ox65O2DQfM39jqKF5aAxi/uGjd5AtzK9ZP318egeJmOSePNUsjzf2hDu0WGtki+b/k0DJod3OJ6wV4Cc7k8aT9u4eGyIVWDi55n8o6JKEY5dwJBx1XaeRiB9GZkr/hGDDrzuaCJq7wTfM9xlU6eoIHymnVc2iEKuj/X/vgMma7z/9nF/KrFQ9tmjm9BYgziyrG5uvSmF9a5DUPvdpPg4S15qlxsDGLejD91/k4vPJQ2G33gSQQx07UF9k8xSOIVwef5egfwSL5unmhAoIqg26EjBv2qyvB03pMB03/J8+cqETyW7+Fn3B+GbrrZ16TlZNL7pOaa5hICbc0lOb1UDBJs7SM9iGkEFWYJ3Si6TxZdD5+kChOQR9ZcJ5JrhLmTCh5TLW+gqn0h1GkoGp1I9ph19G+EkqUG27qVGDB7vtyvcIiA4uyYJtWtGsGaPz8rm/8tcDzzarmwQdfnLxbfcV71ICHD2dzFSH8/+jfq1Ul4xM+lcVb9cz0McarhmWQRMHMpeJK/4NGZVwy8Mbh6KDLUPpuBQeB+JkeqIx2PDj5+wIeK6kFtroTz/VUqeLNkKjVQ8Wi+UFOwja0flkJ+pnUuFsCV+xnnvtN55C3HdxV39i4QEg0uP+tBg1WlnahUcQp6G3Wz8FNwP7jJKyvs8qkB7OrobOY+Inpre6t68Vo/MDofH5+l1cD5dI5hdU8ieiAjn3bJtB+2Uv7cdsqqhZMMjz/tfkBELM8ce2321YGZe+XKsmsxWF9bvjOrE4nWGK3anT/UwcIaqthaK4ba4O7Y+MFIdCvW9NbdNwVwlMLqfS+vEM74tOtx07lA4L1EzuMThSBd9ZufgVAE70fzlrPonBu549OME8aB7wVVxQ3xNOCrJTvo5+OQJMVV5swjAty1HVETj0sFu/H6IgQ4pKxwW7REkgDqR+88k+pIBrELXje3dHDIOa5mhA/VwY7h/c3bA0XAbJG45t0UibJyGPefGCwD3vkv+omZr0H+7D2XZoEwJGLsRWRULwc2ux9HQkbiIZwwEzhrFIZuO+EKFc3L6H5xg3yiMR4OaQ1x3ZjDoLQf65qkpX6obrliG6BbBV7J/mOXgIBMY8pI9991QIvzvpdPdBHs7tbVuJoZg3JB/cXjqQ6ow9rF3smigonU/JJbAz3nZKmFxIsNgEajyYasWxWsVNvdsZiIRs/6Ym9wJtKgdDhu14PzFXBLotB25TcOeRUw3j/AWg8+ZRg+XlQOhnPVvtRLeKR66FUNNS8Qcpkf31QMz4TK0tuOOX54JKIbyqNU6AU2iae0DCQyoetpZPB8Px79PkYWS2qsgIKVRhYkVAunb0/RxLiwSOzIy7Wreyohy/3SuRPKdbBpdfVHpDIW1QsFjGfTdZ9rX1Il3qoGqts8NW2csehDTuF3F1wtSMVL7phS6+F2bSjWcisCGb9quDntUQdx5MeSX+nrr0/ZdP0hRKKKWfftxuwSMDzfHoR3qIV9RKXj73UxqMCTFrR+ugReHRXNevarFpQPJ95yFcWg3WIjGYtuTTDJ857hZGYufA9Gr/cjAurNFLX7ubsJlAQXcnve5sG36dV78ISAuPeeiDAp6QaD9GeztlvFsPPBk/MvnZviL6wruc13Q0tL0dqvM8Vwfrs96Cpdb52Ke/4RhOncNGv2ZGO0GEZ08glM1+jrH7l41l5XwWFtZe2S13h4eNSX5cXxcPQ7uQu7r4GewwKMtS/w4eC2EYc8ORGLlkrWX91+WAX/dvl22ARh4UCes9U35nBUXRjkPP6SrufZu9ijFopA+sKgZQHd31dVeiUPVrfB7WrfW6d0aMCkxRX7MpWMyq4VDypKtAN11mZS24eeP1M3bbWnyWjqr5gxx2AbfC/5kVBVRYMLJhFqN4rJSEZ0z1DzSATsTajXukytAvKvM0t2H3Do760L+Zz3wkDnu93X6OFKqI2zu3liPx51m3l6sw9HATBks25EVsLkh+uEM2U4pJ2+VaiIt4WLTQwPzYTtweBS+tFjEtHo9GyPH87QE6g3Ai8cOecGd5q2B/Gf8Kh9dJeAd6kdxDedPHRx2AMUAvM2r56MRnsuJxLHrAcgy0E93UO2AYysTGamI6KR49CBuiaJATilvz+Fj60BPAXXJB6MRiOGyNb9pNsDcLrUg0Oprx56WnT3lBPoOVwq6U+AOw2kKm6vR+VHQpvkbO35YRxSigwdN1amQThjS/sZtWiIEnsfgMnBoS6mE6ydx2jw9zpj5CVsJDgHGmgeo+AQ1r3+12ECDST3Lc/viosGBm+7rsglHDLTmmb0f9MEG6oBu/bG00DV01uz8TMBhaW8OJE71AR6Tf/NWAAN+K8lBXiwEZHH5ur62V9NcOxXV5neWxrsEvaumxYkoq1ySbbvvk1w8UfGpL8CPefc0D77qI2AFEc/j8gp9AL/+twDn8+14CB5be+JfzEosjKfZ3KjB27ZhlUMB9aCN8lYhFWUgjpNA8tXP2ZBx27Nbc7uZKiQavMptcegfFk77VDnHAg3WE03FEgBp9/Fj6ZEMOhxRl7WRblgcGN7MuJOzobKgLdhC7fwKJaz6hYPBg9WXUpUtxO1kGz0pmbvCxwaslu7rq0SAcqnho6wWdfCfe0aScw4Dh1PyGp7dq4JDr4vsWtRrAXsg9r0dxQCKhiSonUcagIpjQUrjm+10OY68mHUh4BudufPtIw2QlzUpv3W8VpgUs+6Z2RK98HD70dHSnCw8r1zrfx3LeSbW0+ExOHQBZHgvWds+gETcjpCpS0GOJZTg8uNiSjjpeq5Cad+0O5bND3+NRYO8Hx7h9ckIuobgePfLKNhfHt7VTAKwTL55kdXOxzaVrEyCfpIzx+Ojsw5+xG82p/8u90DhzaUbnLLvumHsXrV/zhdU0Bw+LZi1BcCYi8M12wXbKH7Oqfr5scgSKQFI+cVOg8GLlu6jFPhv3dypgG6dO7RD3CSwEahe2nNhbEfaOBVquSiUpICgw+yUh0F8ahvhAkU/tJg5QtoTegkQ9s+JgmRC3gktb1xTOVsPTj1BcmxfU0BWSHs2wIbPDJRMXo88pAKqkLH//qfL4bC6Yhn4hejEC/v24QUv05IyItR+zGaBMxhAkdl6f2Q/Dz42Y52J3yM63N0Y0uE4dknM9LfYtAInlYqLFgPhhsJaQtQAlpLt38fNsGjAWKyhbZhPewyW1ChcZYCxllTw94Dj6pWJ15HHagBri/+am5LJaCeeacrgiECsf546G5mWQ1zYtysJpWl8P5kAqtcdDh6kHhbMvdXFWxs39i7a7QEhseOt941CUcVhzRUGhg7IeOOjkGabBL8yRAZeNIbg8LJi/ON0m3QO/xFgPlXIcj/02t2MSQjXF1BjvSjNqhlcTptrV8IxxsPyu14ktGsh1e5SHgbKNwomkgWKoKgb7GXrULJSOWsxUr+vmxo4G1YUsMWwYcjVq7vrDBo39lR4o2VRrBfE/C81FMER5tB789/BLSaY5leSWuEUw5FLRd3CiF7vqbutQYBbYoV9aQ5dMPNZ+2L5pz5ILAvMciErqu45Yakvp4uUOQbWHPczIUzTVIzlw0o6BKT1dW9Lt2gpMW1CgM5kL91eNyeXp9LZDngvNMGW0uN1EDVIji1pTn/o52MJC2tv9s4tMNtCg3fIFEEwS123ul7YxDx0Atleb52kJG32+I9VQy8n87tLRolo88qpUeJH/ohFxLqg3q9wHL/bi0vF/pcMMq1+Uq/gtVL3yZ8aPXAur5TE6KPR2dfT27dTG+DsNeXUpimi6Dsgo2SKIWM/tvR2W7LCwdf7pULfwOegwz1deXBeRx66odt+d8+Aul6/7c/pZ279n/7MJspF2CS+4Ej6ciBjdh60LHU0v7RTUDyGu//7zxtvf//uYf/tWn+7zxH3A+M5+kOgFXG6+u+7PXwNiQR25wTjYz2ikeTeQfgF++0Uxg/ve9IT4w1NqOR4MSThcsyAxBzRduOma6jaVbl3cwfo1HFv7lkd4YBuNF0O+9KWj283BE2jxMkoNOab7ajMh7AoTNmM6oVIdDhbP70HFs0ony/42U54gPLU5h7FuWvYOn3s9y6OjzKL6b+F/zAA6zYwrIrjaKAOK0mtz2ORxX4+FS9vgAQoo8fq7kvhLxqyrCl4BGW3f1wlb4n/PjgxR9Bz0cfspBaPN2PfjFWGnbR/WVVmVNSwTMSpJNHXW3o/sIkuiF8NagPfHaupkdKEeEqa4W4sDgZZdzEfpb89gocb9zap59RC7nZF6zJGngkkKrizt3yCka0U38bOtXB/lwHl1wt+nnqS0ocWV6AM1F4RUWoDqSCY2cd/pfnw7VrR94kwsFrX+w1d9OgYulRXPHXcESZuhL/6koQnPTIZ9LeTQXC+12zOvQ5vepfKbmPvwIS0YmyOEwVCFpXMUvVhKF0A6N0MqEJChJ2r5ukV8DLF+LbbcMEhJERHDTubYIGqTVsZFo5HDRZDvXaTURXfskJ4SzLwLHhCV7zYT1cYcq4JLGAQQes3z7lqCmDLzeky57Q7/3sy31je7jC0GIj6SYurRTiDH8YV7bUw5fV9U2GJAy6sjJU2Bv2FK7NOPpcFQiA8biyb4GLeOTjZ2S5Qed5t85zIuhDHvCU2v9kK8ch1dFau5MuNOD2CF3cZM2Fkkij+019OHTLaft07u1AkIgrzRXdqYFTR2YpokF4ZBNrHsmd4QXrb4pXh+/WQqb+jwXhATwyHoPaQcUBqDK76sX3qh7Wki9wPe+IRq1yjfrKRzrhg0zeJxfBFPj7vr6gZCgGsZ8iyG6/rAVVUYa/Ib73Qa20x7l/JQJpWzB8JHHUwkU+2yofnB+8/BDfuyc9Ap12YZbexUOE0f7ZYRisAoGp6UvtEjhUvyiuluOMB43OZieDkCpIZlVz/vOSnhP6HrNaN7yDm2KTv6nFlcA2qzVNEgxDG9NeoadLM0Ch5nrw8P0qeDCXNsX3BYPCC0e8DXT6IV7y3rRlYAaMPxmMeh5CRH8+3lGJftoPru+nzRzfZ8CSaa/FFSkist1vZkZ0yoRuzz1krFcllMkHnQouxiCFm7gR0vk6ULhTMJt5vAFoQdnZwq6R6MN5gysWz2oh7G/lK/fTDTADXZSBbxEo2Fs7XpZ+7zkNim+lxBogocPbhYF+79V2rlg/6T44cOGrk+PrQuBXEylzbSEj6wPvphWd+2Ci8Bgz09dCEI2dxr+1ICPM/iVPnrsdwM4olky2KqXnkCdyPSExyKtpRtF+ox2u8L7UOj1SAtxdakx7TGNQqP9N8xNBHaDw+N3Q3/QSOFClS6mlxCD7apa1yyxVsKV1/t8ObyHkWr641N+KRS9avXveeFdB8cUf07HbhXDd9d0nK9ZwtHb6mGMrphI4mp+H9e4rAoMAOaQWgEVZUmLurm1VgEKfXps8UwjK81bh7efCkbThZt9ZrSrIqYlr7q4sAoL/46BHC1iUmPBu5D/FOph5uF6iUVcB77+rVO04RKJjZwJkr1+ohaFaXMvL3grgE360R6ohAuXa3/1aNFULy7y7ny21l8PKx9v8z+QiEXNNxsVAOv/0QqaSTmU5fHrpqspSGIH2bb5sdT3QC2cvu+txj1WDGJfW0u5jFGSyff3cwd89cGXRTN0hrwrcB9SO4+n5rZDFh3TsSg5sSjyIuPJfOkwyyYWzi2PQjmLiyBPXHJB1yat88iED9r3h/BhHz28lGjpFMmFZoP7R2oAn6h1s/efwr9wdg8YHjl2jqlaBpslEiu77l5Dw5sSBoGksGnetP5rzphIOMxzYxTAQCkxPh4m1GCwK+R3KHNMXD5OiY03zQ0Fw9dKdLfnaCGReRFzu/NUGnx3V+FvE6yGA63DNEXo/BBwiMBZotUODEJ931VcadHPFD5eskpH2zARuJqsPBkQl/3tEz0XKiS4B9sMk9P36s5VJ/XZgpBRzvmohwaq5ZMj4BhkN7Gvj/PWxF/56mouHSwcA+/Sl6mb9GNT9Vf/fe5sakDVL2yoUqYAXJdd0ppUikN+/dltvixrI8RrmJHNWwt57Up+Wz0SgUsHU0Tmhcohm7PqeRX/uAuOz6o8aYai3ZHmBt7wYNLzuLU43lgLXykroJAsGcRO4T48v0/MELrRIRqoUJll7+LimQ5G8fkeb+EoxHD+GDSxoLIGlsGuD4UcwyChyyfnv8zboucDxwOk0AqEk/+k2fzJKEDHCt7fR+yfy+FEmEg5CiCzn2Doj0WPpjveTEnVgLEHbvEXDAlH3Qe+qdSRS5TqJx8hRIbJdrZtpKxQcQvxoNYej0B71AL19p+rAyeeNVcNQNMytHYsosYpEMp2KzceyW+DLkeHou3SO2XMaf3/rOgmNvF3by7LTAkJzpgY8bTTYXe2kHxRKQr/sqoe8PVvA9/5Y14ENGjg+2+3dKUNChdtrB3f/aYHRuZmkcCkafJQ7NCWJISHDK1ZcJa864dsXTq2r7flg3S+nu8xAQe7BYiWmlzrh71wtX/BgLni7ZKnILsQgwoheVFV9J4xdJK2NHcwDA4oKmxI3BRmdcJDL7uiH0aid2CNfksGjKOx7gT8BNXLqFU/09UN172rpQ4MkGNlLoJ14SkBKfipKDf/6IbVnJ/XNlyRIcNZ28hcmoORsWen+7/0wInCt4QF3IihdX66Mo+e0mITbanaiA+CSzv/ayDoFyoNPXB/8Go18hpz0j5zvBANPLa1z3wogW/4LU8EMPWeSdlR7/3bAksFDcmVjPjzYh3Z/6I5B/9AjvQ9lbZD71Tfhcm8pbLgmmexKJiNxp6vOB0ra4OAEueQ8Syn09B8fM08kI8ELsi3dvO1w9uBtC1blUrjX9/LmjU9ktNeokpRJnwuvUOdlBnquPhf6Q4yJPhfhrmfcP0rQoGZb7+ulCzRoqd3cH5OCQ0dB6hrzOIL/MNbfcSsIUp2UY049wKHx3POTV+urgZeWFTvX/QbCLz9x6OoLRzl1fhi33GqQ3BaKEv0bD1mENtmPjeFIZnr+V7dANVAXnnl4jrwB3I3P+7Tuh6N7vdkhp6ebIGhE7eOQVTSseDT/cOSic4rWjYxt2WYo+vo4yCubCPeJj2yHdYjo+Xfb3a0aXZBfuCYnHFAEiZ08PvOKFBTrcn98U6ALLFy0ZBjvFoOAS+aZ0zIUlI5l5ceOdcKeIzyfHnwqgnWGR4ucxymouXHxhB53MwQ+OGV/ZhRB+uLr9gElIoo0DRIgFnVCcWQaY3NMMXypr/p58SAFtQq1j5dsIci+JdDue4cEZEYzZSk6V85Nxn04tdAHdz+EPdojXQBjYO103YSEyv7cjuMV6Afz3c3+Pt35YJGaFXzvKxExwmzb41sDENHu2kZJq4KHzUfCUsjRyOb3n8YYiwG4s3Lf8VpDNbBOWX3tjYlGtse5VS8oDwAD5r+2Z1rVQLwcRr7TFo3aVO21PbCtsMsqOfRkZjl83ymaOTpLQkrDugMfhul6scxBO2xXB2YT597Ll9JzUacLz5m5EghXjY+2TaDPq6pg4647GFTYx80o+LwUDCUzVEPKa4Gx9DPuMx6D7rklS54z7gbXgIu25/emwJDCy/jC//3+fne3saJECSQL8MvkaVfCfXYeSySKQR1Mhok6+qWgUlav7eVdCexMcFsqAINcoz1O2bqVQPQ7dRrjhSqAWHHHjyoY9O1UdPbrIFeYsaudO25cC19ezM2YHYpG2SNu+3UnbSEsrys5P7UGMuTlGNXFo9EI5pzFluEAOCo+KB95lgJfH36eSU+PRn3n20+LWdPf55xQ2IX3qWChcNRuNDIaHd9wDUmbKoWBd8dYbGWpcCJ16+DBSgy6UWhzOyu4G+okLmbNE5OgZuF51f99H/Xl7NWYqFQQ85dmGbhJg9dVu9fkZLAoI13k8V+LLPDIuvSVeK0Ejq8W/7Tyx6Dfk8oW0t3ZkKPiruMwTdddEr948XkMYn7klJH7IRu0jXoKLSZKwJ5zidFMFYOWP7UMyuplQQBfsCqPfTGw/T2TbBOIQZHq0ZMZBvXg6PypV3gPFf4RqD6r7nSOFueLjwqsBz7v4LN98nWQwQyL2Dg8yom9fMhAPhoKBRVb/ia8hctq94WnnXFofi9Pzb99/aBoeM/eL5nOs1Ir2j8PkZBYaor0p//6YaydWwdOU2Hnt9b4MQMi2vP5T/cDuyhw8/v7qgxHgQ+XPA5ianHo789jzsNULLBYJFxqOUSEk+sMsq2/cWjf5dLJgj+hsNmQvK21HgP7jUw+PRDGo8l3DzGD4f3gbNAoM++OgLO04ofHFgGF8tcoMGT1w9nnD4600LkgEPO1VxkRkPkC3VsP9kOy8ucE1vRSEDr19tRtRhJaC2UXZR/rgyO8JJEG6VLgTo64b/SQhILz8BGYiT5gnc6n8e0ug+NXnadq7EkoocOHtXGyBQJy8lG6IB5mU89l4T1JaKU+7HcAAxbY+Ngkc482gFy/Tp0DEx4pvdLcWM2n63naKbVSogsoyFVoUEro+nxaSeEnfd0Bsmwa6fU5lC8p8fR1Y81an2H6PnXvOE1nI12AwWfT0oa+T9T10t0fZ7pAyvNvyTBzKpigyzBnREES5u8DaDy1kOXGGzhekwf4J5amBVkRSEJtyusw6gcCj3uAMgbBd/7Kk3gSAX26Hsa48KwO/FKd/KOdaTA0acpQTI5ESiyfrpjV03nfleV7FWciTL4gz7FpEtC5F3gzJ2wHlCk8nFgKzQH5FDG/qLgYlPpI4KTd3g4IiKHq4mVygVl24n7m7RikfjVTUjO4HsKvaKtutmDgZWyuyssEPMqyfBruTr8DtEvKL7ALA1KyJhYhc3jUnVlTxJxcAAFR73ky4xxhcXwD24RCESRjy5/GF8KmJVdx0x1XuOt57glHfSj69CKK9mW8AKxFpMX91Z6B3YW0z4zUUCQ0Et87964VArIE9jPJl8KNfzMzQZsk1OrMfofraitoVwt56umWAu87F2WmahKSDfCizcYFAfZdlfx3iQb4iMxYoh/h0W6DVRrvN7ovS968XnzJAerJWev3tQnorwbz1g9SEPyVGOdoUHSAvjjZ92v0+iM5EHCNXn9Hg7p6WrIB2EaLJNjo9dz7wq07v2WCxMO5NzbnGmDt3KsZNzIG/QpMHKwNa4TYBlPXgG80uMcV2uJzlIAYI9CTMNFGECAfGxKjr4vV9qd79UQji6uHUx9tdMPopeeXDJ3ovkMUihQxoSDz5fzF2P09sNffQZUnqRA64/Y/v2BMQZjnTCkbFj3w6ShH6fE99HqDwVW/qxQkz9Oy4kfqBj7/5cb91EIY4kI+iXT94f547lonTy+kHtZWVGUsgumR7IUALgraWd7HoMZWBx96FXRxjZnwx6fQo1svEvGLVzxnKaoAkRFeWpBFBQyE2fxVY8Ui3mkOW3uDSuicNiFJiVVCMdPTAOIdOl8YTXdLxVeANmfPTXu+SlBmMZ6V/heGVsQ7n7m4F0NwxqkDr7rLoO71S13TnVCUU/jA8adOCWRItXXc8imDgpLen/oyGFQ0tXwEI1QCT+/lKrCFl4Oi6+V8ZXqen/RIqb/v0w5ejXpLXbdLgLfuqU7x4Rik1tBb6pqfDzb4uYXJAndYlKppMOkNRVuT/K0hT5thnF1qXs8TwfPLJgq+z4jognxpst+fJkhlEx2/9L//1zH2/BsQpftyWJniw4hGqDMLj7OqSoIek/qVJ3wExFd1My3Ctxl6sYudCtsIclSd5sUC6PpWrfb53HwhWN0Yfn9ELBekc6p985pDESWFkUGepRC0onR48k1zQW2YNPm2LhTxHnrOW2BTCO/XP2ubO2WDuka9dCe9ny0uXrriFYug3jWKmBhMAR3O8A9Bajh0Z6vV5sVhGrRfu7oxtP81YFcFmKWicciR0zyC7XchdAiGpXKXZgLWNsyqqiWUjnVDR5kkCiHtZZHbm+lMSN+Jc6qmP9emccfqMQGBJvM9vIU9EW5xrfAOKeNQHqaoSbu5EBb5TruWOBSDkFe+67XGUHRP/1rVuEQVcPjRg2MrguIzefJXRrEovGC8fPNeNbSg0vyZnEIo1KUYa5HD0VzVvxNH6Lnh80zJuZaQIphcTvx8KygcfXPOl6m/5gCtRu1TErPFoHLlouS4YDRi62kRLfCohikleaYA7hJg+6QZ9zc5HGnbN/cU+dYAn+rPVgu+EgjejpWyuRKBmu6okGeTu6BM6nv4auczcMyxbj1zhYKmy+ttA053AYP7rSkXKX8IlbioZH2GgqL5qamvrLvg6p4vl8Vf3IfPDd/4ds5TENf8lrq7ZRsE8up9kw8pBjPWUyn5zmRkcFxC+GplG6h72OHU3xXD7Be8qHsKGfluPxI/kFAJ+545ZRt5vIPTm5+70rBYVPWN45RwaBVIU9oz7mq8A8yx2ZiVw+Ho57K9yuBKG4QX2s3iT9fAkjtvye0mMirfMyBQfrodxpMjLQQeVYO5xOQN169kpNbXQWrXaQeqzUq+A53bei9kNor8JqOkbjK/f3sbmJ17af7pRjUMXJrnz80lI33PMGWdjyGQUffoFtt8EVTWBM33ncWjXbwznM+wGLDdem15nacI7r3YdN88ikeNwVGSlybD4W/os+JCej213sJ3fBqHRvh/BoSPvwSX80lUyu0icKvON3x2F48ijx0RGpyl8zvzitNSWiU4fpj8pqIQidYZGPM+i9NgWTvaIbyIBixnVga+JuPQmYBqmtNFGqx/K3hoblQP5lil/94W4tDh9cZ3SgE0Orebt3//TgO30tXk1XEcSu9Zrsmj+1TGl0NXPimWwNYK46IDkYDM9jHPXivoB/LULe7Bw6WgF1LpPFVMQO9wXy14o/qB4tp1Iu5iCVwN5ir48ouAnIIKUy8P90PTwq6w6sES4Dj0yDjUnoAqGqydLRXiwU/ZeOWVYBG8nLFlr5+OQMtf+welbybCnVNPtr0xRTAfUG7EsjsCsevHjmNj4qGOPOBezloMueUdN050RqAL4vfO1EglAuXgIb7NN4UQ0NHtqH8sAlVsJt8siosH40xMbtexEiD+u/yuqz0CycVUFb+QjIVsBr/aMOdisLZzjrV6EIksY4kM1H+vIToqWSZXowS0/DBVynWRSM1UBzec1QvVaKvi9PkMMEStMsdDY1BXSHF8xkAv/NY/1XHMMBPu8LOsNBjHoI0nhMXQL71grJv4792ubLjxwyGAXTMGieqgQLP0XsD+Yr6dqZIFmO2t2YSIGPThO0XYuKwXZg6L377okgM2wRucDd4x6EaznB+HTy8M3RXL5rTNgJpWbV7vuhhEJj0WOTHTBDieEW8V8wiIxZWy8nET0TVtazVyXxP8bBYZDQ0LgpZS0VjrPUQ0OORt3hbVBJ3pIyYiSRh4WBJwm/0jAfXI9Ew9OdYP76RH5RE9V3tEN3eoLxLRWQVOXYEfffBQsOtfR3oN3CqLc83WIaFdcjyjxcx0fqFsXpw2r4WD1+4XKfGRkEJG6nwGWyp8L7r+iMoSD0Fr1+OE7mHR5Lfee+SiZMjald9YXhUPh0NE9YJ/YFFEWRPv5VUysMYU/5TpTYWDYU9+meOi0AKzaHJIVj5oVhrNPhSkwodZxqvxdF8I4co+id3TB6pspoZRXVSgnRPRddsbg96nawvmyvXBAdcsG6MkKuTltj5XQ2S0ul28dFOpHzwZHYQ6CFQgOTJF8RUQ0bRIm0XyhX5Ied5kyhNYB68H8zfeJBNRB4F4QOZRH+xfe+D5cCwTKhjvC17TJyNqxEsZC/U+SHgTGjZjlAVChz8Sb2aQUeF+sRZDzT5Qa0v6YaWcAcs7L9aP0PWnMq/wVAtrH9y2sqtJu5sJy77Rz2t20e+LicRib0Dn+YgSloH5ZDCpeSLi3BSKbj6XVRs8UAjddg4/Y28mg0N/DDWerv8778odk/jzYTFXWA5D5xoTfEPEx+FQZBvTHLoz3w2H9XAMcm/ocz9z98VFUwo64Z6Q+Ce0G16eZVfZmKyF/w5YcBTS88MHbjvO0zo9MCXh3eBK56nlrNSkfXoUdHtedd9X/xboUx0RJKw/gPS3MrciFP5fB+cdT/X7v3GllKQoIyOpjELDSgivUNJHKLtERogy2rIyyuYMZ9h77725zzn2HqFQCEnZibL6ne/v3/uP87jf9/26rut5Pc7j/SYgJFPar3S9GSKnfrmNU97A0C/+89sHCei7S3iQkWA9CO3n4jM8SAPvXSemNpjC0ca3p+f96Of7b25hfKmQCvZN1e/3GoajZrRfhZWjGhpds3QfkilQeP5Yco1NCLrF1Oj+e6QKfNbW5xn5qUCrLIz8ph6CSAPykrSjVfDBgb98Pp4C0uOmZhNdwciyiyrmY5sEGlvLAhe0qiH9EuduSbYQxMt2d5u2mgCzPx7GHH5bBWHLrOsFlSHoZkiUL9dWAvBMRsq99qkGVaECsctlIcj8xFlWC5ZYuIrzScqh5/wNee9Cy6VQ1BpwXTgjNwZA0XnklUwB/Ocjm9y0Pwylq/8zzK+Lh6I7wTe6vQqAr3uCKQhC0Tbj7tFekyhYmE84gH1TCAZHNjhF0sIQoyTzd5vTUdAv/PyvcFgRMPi0jeaVhCHWx7QAZ14C2N98Wtm3FAv709t9p/Zh0LPq7xIfSyOA8SunXh9fIhSmaug95MSgk1tFSgHzZRCdw/1cdw2BVQ3OUEUsCN3b53FRaKgUyKykiAvCFJiyzWk5XRKIMitzHbnDIkGfZHDkYV8KSP+8IJs1GoZcTNT2VMiQYeXthXhJ52R4uSV9nyAfjhIVTpjOP6PBvO7W4bekTGgiTBdq3MKhQ8wq+/5TpEE7o8W4pXoGiIQIaVJO45APx8qn85k02Nmd7DrbnA66LybsDZ7jEJP8Ac9nEt2gKPZNa7AhAx7VSSZ+0iaj+s785lrUC9erSkMIdUWwZ/pPJE8OAfnci7yr1IpATJXWbelSAM1WopdX72NQBc6KOjyF4N+6/avKtTwIrXYzJ7vQOcqi0IxDgAK/Nu0DzKwKwNHLKPJZFAbd3Wj7eCWpA4rZWUhyCjXwfC11lpWFjGb6Zu+73e8Ad5P5+pwr1fBjzFvt9S8SqpCUX7oejODcrO8Hr5B8mLi2xXVUCoNecnhZv/3ZA8W+WWcIb0phZIy0O/siCf3nxl+6p7sEdCa4P/nfS4UPwr83xw0C0YPJ79u5CqXQ1uBaN6GXDptlE2dXXQOR9Wnv80VXSsDtRIN6g1Y6CLx/JVsgFojGMT0V1OtNYPfxC19sXBkYBSYNsNyNQIt1erfdZZvg9dUP/ndjyyGzzWGSRu/dz5ieXWr+1QgDdZY/DfPK4Oawdf24QARSz3JufZPTAWVFX69NeuPgsrr3pN4hMqJ2MexOepQPJ7vm8mI086GBi5mV9CEA7bxs9Y5NLADjTAG+DMt8CFTyim2l9zVdv3etL0QLwGwq0b+7kd7nmHkETFsCUKW9unUvvz04reC9NHfIkI79u8p7DIdSzqr/fd7yBuQ/rzKKdhBBzgtRkhrp3BKK/Rb/+iVQ7yUFj7jhoWHm11rNOBbplV+636TXDxHT+3su2SEQ4d3HMh2PQ9lTfBJf+PshYfrNCbc8BBfPKivfX8Gh0TOP3x4/3w/SlcFhfscocKh4N7PaEA4pP1Rm+k5uAlPFdanRa+WwYLBseyYiAtU9KJMZ5KZAh6Qxlxu5DGYuf+TeImDQj/L04ZExBO+7jdbnXMvBh0WjjdmRzkus23Z9TQjcKv8V8NDP/77whdgrphh0Rm/u+pUwBJ1sxeUTZ8qh0Fm37awMBjnE65QurjdCXuqZj5+fFYA9l8i94ZMRKC3vVY35mSZg5L3ZvnQpH86+idNwVKffi9LJy8a3muCJpelhJesCcD9Irqgwi0Abb16enDtRCEZRw3dO0AogdZdW4f/eUzt+KyZ+hLcRZP5ET96XQ6BVe9TYxQePjJKYHCZmGmD/+qcDw7F0fZi/L7W6j0cv9Db6JdMaIIolbVX2CgL+SLuD78/h0QOTA4raxD5w+NgdSj6RATaZF8QMZvBo+8ftaY3aaGBOOuI5eaoUFqs4PvdphKH5RX/aegQBLJKvOxzYSQKZc33QvxCOFPgedlNboiDPVLFA3joZBocMMokBYWjuhfSOu2EjOEtvRXi9RWDqpRaemYtHf+4e2nzP1gKbU6vZHMdrQEOPcUGSSED8zp5Mowu1QKvOipOuT4WqqgSOb5fpHDVw6KRHdjfUzt+Or+tJB+6qI94rl8lIbyyYteB8H+TT1sP/YmqB/6OaGQlFoM42L5FnI72wwXVGcPx+LXxl9OAte0ZAIxuv7/Jp9wJpbk2qWaEMss8TP46FElGcoesMcyDdZ94dvDdE76FcKgrSjceJSFBp6eyMYRGoipaqvhOvgL/OJsfz6PwwuBpFGZIuBmq35Lp5azmoduW7XFii5+/S2+BlOkdm6Phm1qxVwNcTu32VZwPQF1kG2WHuXngg+zZbgrMM6kdKGNJ+EtHne76dUWq9wBT33HbtSilI7/9n3ZJARAXvDN3CTxVB0vrnMc/9lZB9lMPySXsAchf8cPqDeAPI5lwfr3YshrAXxXJHP+DQ1TK8kl4nDaR/d565P1sMLhU29wfC6D5sLfyxt5EGf/LWFT1XiiCwz61MPxCHaiT+BZge6YVy8msr5W8l8Ft/UypilYjitUXDj1b0grqlznN9SimYzpvUidcRkHAs48AVug9XyLdj/bLLwITzobloLgEd99t66eJUBM3WAs63BMrh+T6VL879Aag9vFPp/MtCOO5whf9Sajn0H/8q5ED3jXLjspd/P/ZCqsEbvy3dEni5+q7w72s67wmv+Bue9Ye1SMlcK/r5t/Qq2W4oYRHr91O3XAIS4WoSA5CHCoBj5pJ29PMQZKkhkJPInghetwvVzMvzIUtYXmF/TggyYAjUsruaDE+/hZz79acAyFI7P3YXByPRsmPMv/cmAUPv3siHo4XAw5Qr/1YxBC0FCoWlmfRA2eVVvUvj/pA6M69wa4yEIr9i3/3wp/NzrrH3FQgCtiNyE6UFJJRkvFkxbNoDqxknrwluhINIpvhpw1ESsrLjEYjNSgZt1bVJ3kNFMLeru+2TfzAiSWyUXcztAeZ3ipqvjKog/tL5gwrvSGjP9cSo46QeUGE1+GmoUglDHV0P4uNJ6AOI3iiUjoIH0z4VcfUhMDcc4KhfEIYyo4bM1PJaYR+S4r2rVQ97GcYVv8YQkXzrLU/BjFYYdfpso36uDuRK1c5fiiSi1uSpnw1TvdBsNs3BVEMBna0vzQPmBCTLrunQbdMKE+kLa36ctTAoV7Kc6kJEf41NbibNtUKoJldixIla6LxQ6lBPIaIToTxXfa17YOEAk+bvS5XQt/u2L/cACZ0wWLcQ+k0BOULkF7Z3UVD9nj0zTBaLrA4ZEwTOUMF2mjfzwm0S8KK6mzF3sQg7YiLR9YgKa4EJd3XNosBcaOCXaxAWdbmKMPpWUuDkR5o+4xUyUITLXAwPYNGLCa7Za9WVoLFXstJAmgrTo9op52KCEYeMmZyoUCWoLsuRI+nPdXL8GN9njWB07V/bBq2vAr63BGhnKFJBpsBpsJIvGM1+St92uV4FZ2OG91YnUaFa3FXdcC4YsZg+zY7bTAajUsK7xMMV0PIyzOa5bTA6ftBrUXArEX6Vd2WeMq6ACeX8rh8qIcj93uy8j3w2PPqmYCZ3BAO4L7Pnh/UD0S9HQzPm05mQtIetzWkZA3kq8Je3IRAtDC2WCx7LAnTsovFSXABgvPe1boUEoj8qc2n1AalQivUUGNYphsMy8ljv/iCUInn0sPp2Mqjtv9BUcbIYtAylBzptglE8Z+HMFVIq3I1/VTBpUwQe55Jnn3cFIQ37R4W5m7FAjeGu/6KeCXVUTnPbolC0OlHkw82TAIuaswwxpelgdeI649rpUGQMaue+xCSASIVP/KEjWSA8GsJfPRmCWic4nHmPZkB8FsXReTQY5pkd8KHMQUgqkNgiTPeHJ833Tvnfp4DkKKZwju4Pf2n9Ndd1eyH33va/dn0KeOczT88F0vsRJ4ud8N9EuJXluS9EMgO+JteZq14NQaMKqYlttYmwfkahKCESC4rMnevCpiFo4dSlTR2xJMCZDe+l2QQDaTchWkU8BBkaLpD68pIhIiyVrUUPC7Una9VE3gejyPNnRuwzekHRdS059kkVNMuu7vX6QkCu9grv1v16weGvKw/IVoN83rlPPcJElLmYz1xG71M8PGaj+F4KyB9mOvUgiYg0Xk7YPnrRC9jNaDH2/VWAe6XrLaZORHU+bGxtN3phBB/IPb1WBb/dByY9SEQ0vaOymqdG54mxKYGl+HJ49eN4gW0pBqV+Tx8lKVKA7RCjf0xdBVi3r7yIzMcg9vBk/1RHCgTsStLojiyDDK31e/99wKACzcnrWh2NwJCx69jp8TzI5vedjNgdgZ6ea8ner9IHbxrV5B/mVsGb3TvuL2IjkNIL24FLQ41g8z5Y7HJgDphcWjxsfyACXYUqJ4vERlhJP+yr8LIAZmdkMion8UjTaxfvJCYCPoZ9nrRqpvfHT2OeJrwY9GRI+ID1exyI0p7EacRmQbBJkMqAOQbZX+GceYevBq+rhj+ygytA+oePWmtJCLJi5BuS+JcJG725X4aO1YCpeqOWBi4Qhbca9UleyAI71Z703XzVEMX6ie1sQCDy+GVKM2XKAd6Q1PKl3GrwPtbmNyAViJgs3CKlLyKwLfxXcpzxDXAQskBuKhwdyX+2wv+hHn6x8qhuwFtIUTB6luITjnoXCX/I+xFUfhR8zJDjCCvHXNT25IYj57LnjzvGmkDMv+3QTDkV2g70Wk01RiCqCwW/LNwMj9meGC75UoE8rtuduxaBNM7cYrHd1wwb39s2dFhpsGm0Oe4xEYGIx9xEPn9vAttN02O/CG9AKJSv5XJHBDKci+07JYpA9/M5U91iKujdFrUJGwpH1izh6+IM3XC31W05U7MaKHPEdjc9MmIIjNe45tEN9x5l+z5wqQLD9qZjjqpkVCxj7ZUc2g1fD7zXqkushvgH63uuq5BR+u14wZnibrgYTnTH9NSAudeR+H1yZHSEXPLsvXIBlOhqnGF1TAfjnSll7yY6PzfY/dxpyINx83318vyZMFpwLTBgPADdZxbsEVLKgw+W3YSj39OgYTHiteNcADpxoiBW9kEBpD3rXJHxyITFjEFb0YYA5PL7zPiuslw4Y6pTuZ6SAkHvrb1ObwSg/TJ/IhQms6EFJVs5+KQAaWBey/AyvXccF06NmumCZ5kZKz089Jx9oan5yICMPkq+IWVMdMG0B96bbV8eMIXv0e+mr2sckXfg0+uGq+US6szq+ZCyMnEiXJOM3g6FQlBTN2z5pIUuOedBQcj5n1gpMpIa6q8afk/nT8lPPz96lEKYF4khlQuPvO70NKQ1NsDXHzzWzbplkKx/XeulOh7xxC39eJjaAHZxW8t1t8vhx6St+rIEHhU1sVb4CPaAtO3JLMN3FJhItHRrZSUj7BuJFTerHhhuOClW8YgCuIaoyaODJPRXU58Jo94DJ78/+dy7SYEXSgW2o8sk1P/g8PvQdz1ArKFFKLVRQPDhToFmMQkx/rd4TTiQClMb9zlEcYWAdVn/dzcRi95HZ14xuUmF35smMZfrC+BDT0dJ4DMs+mO5X7/Lngr/ORiXp7vnA/u3gmGZYCy6eaX1FeZdJXBMqsa/X8mEuCPEjjGPYCSkc3sKM1EBDRL7vlEyMuDCrjMTeaeDEe+FF5lQWwGpyqoKfuQsKHvOri3HFoxaBA8dX9tph8O92TYyUXVw/dVg+HQXCZkN789q726HBf/t36/iaqGDUUWDpZrOLU5eyhjtDvB6bdZ1rqkWeH6lejAskFDNAQ6Pyj/dIK1SJFa6RIGmf5cWOIXJaEKCQWiLrQeK2qXi/2vPh1e6e4tNj5HRvCNT1TGrVmj/kmz0RLEadKUbyeZOdC7NUd3jFN0K5yd4bNpFaiCFvKBIwhLRoryV2XvpVvBx4Iw+wVoDiamz1Qx3iIj9RMJDjpNlwGT7JYbyMwEKs1TPdvQGIv4Ty6yiz8tA1+FY7EZVEhw232ROWQ1EWk9q84bfl0KJavTMJc8kuFEfJ+5KCETKS7khk9erIU6vxaPOLB1csd9nc96FoENCB8XXx6ogKWHrkBM+FTRf72C1NUKQbgX357111RD8S35kaW8aFHXoaol0h6Di973Vuh8rQF/5hetx5nSQdPtQWyIQjH5Gcko+dS2E8aL5y4Km9P3eqt0VSOfVzdLPMs3edJ2GVgkvXSiH2DeYzwrUAHSr0Td97TQB4mdGQrj2VkJZxt7pGCYM8rqW7Jm6SoDQLOXTFb8qgWnghtrBgXD0LiC3mP8LDgg3Xm8qUirB5Ep2Nehj0NqpixJqoQUwpbCFyTUog5qbcjVZlAD04dShdakjPZDz99aB65pUsPyntYjhJiOmpT37Yk+5QJv54n8CwhQYih2Ib2DAIa0wE7JNyUOYcu6/Y+NOgULBxpn/hHAoWR+F18aWwvpFtZY716mQ4HWXxhJH5xPS9ljwowa4/pTprZ55IWxMv3mtsAuPBF8t2ox7NkAdZmZQM6YI4t9p8/Sy4ZFl3uJF29la+BPyqEJuiAKpboFL6rJhqDwXt5f/ai0YXxt1Z6yg76fwIuFWUyiiigSSJ+NrISRhTKLOjgKeKsFm4XvCkLqzpOKrG7XAdp70vFqcCvKPJzr520OR4gqz4ppAC0gdz2pn/hwEpxgur3XEE5BHeaf51+AWOHxa96I1LgRYTq3zPJghoG//3nv2WbZAprFSqP55LKyi747EDgLSJPyr7UqjgoalBCWloBQSx+Wb9pVjUZOIXG4pkQog6Wth8bwEwj5ENKtlY9HvtzKj6G0LOH0WV6xoeQelx9nvnR4nIP1H2i7uav0grqbjWcONh/33t7Qky3FoPH7NnGTaD7LXTY52m2LAsydouBiPQ2JUPz52jWZoOlHiGfS7EFaH81rCWAkIY8vQ6VrcDKrC5937WgqBOb8Cn25EQLdjN+v7ZpthJXu3XsxKAdgfWDqh405AGX4q+g3aLZDOVV1rfrgWHA58z7OvJ6DxrrsPXTeaoeTgTzV+1loQW3X88cqfgJKCpQSoL1vgeBOaZpGtAYlsvtL4TwTEMDJ0I9u7lu6DQaPrf5LBIfuSccpSKNofcOKZlXgd4Ki3SmP2pkBL9qEJTYswVFjNs5hW0Av8Ep3FvrRisDq/JyK0k4Ba46ZX7+2iAIX/9WGZmRyQHK/o+vkOg5JcHpGeJCFgxbXpehdmQ+GyyLiTKgbxfLrIVFqcAjzxil1V98vgSddwT6RgMHokVbfJbZkE2oqj9tlMpVBZeGwNeyQEVT++W+keWQpkCtmBhy8FricMXnWJCUS6jwbd3XR7gI1oEy3ulga/Ljux4WdIKMzwUkMgXRe/elxPPT9H9wGJ0DYjui4ucKRufuHtgb19hy4svU/9/++5VbGTEW7uRGikHQK+LyT98+fSYFPiu2AKDwY9updBsT2OYFxc3cjIKQ0+Zct0bbaGI9A/98npJIJ3lmPKH7+kwEUttfGo7nCUX+HRaK2CAJ+9eqRYMwOeReQYv/wbjh5vC2p/qi8FBdMAi4mRVGjkKPl6JDsQGYCTU2VDH7jYs7CWPcoDh8K3eXUheORUJxEnSOqDUyZ5HrooF37fU6PmTeNRdYK6d5laKUzscpPi7k0Apiuf5U55BKKN2VqDYuYWKDeL070WUQSs8gRMCpaAhv5JXkx9TF/P2yoerC6Cu1K74vb0E5D7iMZpPrkWCJpk1lmLL4b0VMr7rnwCEkWKkS+edkDH5nL+clodnJh9+/XXBgk9qfj7OySbCvHts1xva98CPtnKzasKi/T859/yGVDp+h2PaDX0A+kj140t3LCox5TX9YkQ3UfUSq4UxLtCybEJ3JwRFtWq7Dk7dK4DJKepd+RFa0CkuEQqcoKE4sS8fEv62uF9zk0R/N1q+Bt5QkirhoQaTXKitdKaYLd37JfajWpQaQ5MJ9C510zsTvDOchNc0hBffv2pGsKvY9eJfRFI233gKmahCU5bN4zgE2rA50RJklRPBPr61ZYnuLsJ3suFdd9coPPzx16T91URaHqgbfigchfsOyty7Pt4MQxfTXzRbUhGv76Vys1UlsIZJ9sDZQKZ0JbSydKSEYguGycc/2pcBofvMFOrXdLhZPtr7v2zgYht2MOpT5AG7KEmntwD3sAbHaB+lw2H9nhcPfDMugF2fofsiLpTIUin2e/tNt2Hu428pqoa4NRklg1elQpvF+bS467gkdue8/64nw2As2Lx3F1NhYc/9Z4cfYBH0TfvXHHtbgaV0yy7OZzyoEOcUB9hT0A2PaqR07da4LrvjRDmm7kQNcTM9bGOgOb3YvGcii2QLFejbcWTD3kvDFudigjI91wu5twiDX7E8gTk0XnEeZFYnZqOQxUZjU1Dt0igcvvGj4fsLoCdmUicfBWOypmwzcKjJFiqE/30/JAPxAgK/XC9HY7WWh0YLs5GAOWW4OafYA/gOnt32PsQBoXG/XHGMvWCzZUgicAr5dCp9NX84T4SyrpCFY8co8H+5pz4NNVKuD05GKwQg0P9I3KvxQtoIGobk3vcoQpY1R+sPXfFoUOD5MLbBjToepDDmqxQDVliR3cPXsKhJbES31NH+2Dzc0nP839UEL3aev7QVgRyXK9KVjrQByO894qO2VLpnO5xQO0wAYXhORmeyPeBfpjI5YRoKig22gl7ZkYgZdjeH3KwFaamjZ9Y3MsHtgnbF4nyRLQg7j/I8qIVdPVNir1t8wFbw7Zj9IaIBE9yYkyVW+HDbq0XLU4FIDXDs1llTER9eO7mrKY+6DVRdnxgVwAaeSaXOALx6Oz63R8Pb7ZC6dEOH0GnXPiqhZ6ce0BEP7gsvH0LWsDne0B/JRRD4rmbHof/EVCH3H7r/JFmmOEYN3Y6UwA+qcezu54SkNoj7bR9d1pgwf7N+NrzAugpn7qCoRCQoqLntyylXnhcbNhzW6YEpBQX9t/OJiLpou1DfAd6YfbUv1vJrCXQkfHuQ+cuErLbNpicmemBkBH3K63XioHH7dGjFVkSstA4MHZDlQY+R82ZxLyzQWW5y3biDA7JHG+nJoaXgs5H+8B6kwqY/2RRVkcORFyfspeVjpXBfjNfA0bWSjixhWW70EVfJ030z4u1wLXnL/9wuxeC1YsPNnXpBITn3RPT8aMFtEvI3b+zaqB8EN+jK0REd1xYDD26WmDk4YSWKl2/rtV9S5pHiCjRzt9YZK4Figuf2V5lroY01fuCEvSe/tWlJLVUqwbu7nv5m4GaAod+BWkNnAlFBQFaN6Mu1oAuF+7Gs6Z0cHBX1d3HHYrsm+W4MwWSgIuWqPZoqgjGca72LhdDUG8hlkPBNgn8buXVflwqBr55qQxdthDUOJXoeVg8GfJu+C03ildCRkxunUFNMNpInyosWymDEiXpsP8WEyBSkPoySiII7XS++Kv2phhavC9cfIuvBzEx6xyN7QDE2ZpkLJJXBGV9ty5cm66HrPNs8cYjAfR+Smr9S26HkNcVV28R6mB4zzMdahIJxRu5cMpGJULkAsEi+lUlxO69H+/4OATx4gt3H1zrAc5vxgMB6hXgNKiW8V2QhPr8Dvd94ukFC0WRr7ZS9AkaxgqZfyeijQD5np3DfXDIebzYwS4duDZUWAZ3E5D53rlyhzu9UNVzhE17uQLCha+u7HpPRE/7buzkRSNYzBn5bG6RCyz3z/tnKWEQx2ddHldeKpRs6B9b1LYFwfzg9jxdLOK9Nvrt/e8G8O+MUmsQowGjNEHmti0eERs+CP3sTYHD+knsFyty4VPNlJkxZzBi7GDqX+xKhH9MqPnBaDboyjwNMtYPQQoszbt+efTA+ct+N+91kuHjo6tuTvQ+otHiOMO32gfXbYs6xem6E8HnrRIu4dGxsyFqz2n0uf1k14mJigR78Z39ZXYkJP0fLutNcA/wi56O6+iJAd6zTfUtOSS0wlvd2fgjDrpHWuW1b5LAc58cQ8yLUNR59dNhO+tY6JkuqJaJiAILHsFnep9CkZOFxvmq2GhgGp74lrZIAvsUvylh3TAU+yF+WlaqABwLiEhogQo3znTYvm4OQBV/P4lLHMgHLbviOvcLNGDLc+G+SL/fT7xai/iIFuCbs2Oy0M8G7h3qBOM8ATXfmHh42rEFHtx61/NqMhN8Djr77tDz9yVBP0u3sQXuN+tNNaZmwtUJb0WHg0T07Ub00QgC3bcf88mPPskAvv6K0Uz67yzUyGXpRfaCqwZOoiwOAefhmGXJbQIiPjnlVlnYC1QF3ZuusggomU+1DdsJSL7kkalQVy+0ndPkYglCcNhD9vB8OAGlZiwGG2w0wSaGT5btUBqgHQ5Tm4/03OTK+XO0px1ePqHah1nFQ+0uyisx+r3Y5slkSCu1gHhH+6mf0gTY/LbzY6CYgEg2DIN6fhQYfefCr3mRBpvRosw/JzHox0nLma/bFDgl1OXoJ0wD16uenN8VsWhU7Kij1qda4KyRv+U9h0A9uOIFViwMtdKU8n7ztsAHpqQDPv4l8BpvNXI6loA+pq47HP3YDGlJClNryqUwvY4te+BMQDIXJxhP7aqEF7ebm3NDykH6twEvVSYYKXuV7FsWqgApsc9KLCnlEONJ+FmKgtBCe+B3UcYWePIULye6VQqO7/mWroUS0L7NH2dzghuhyPLkQMX8Q3ia0LrG8QGPbglHHDt+pBF220aqTcXZQa3pmx/c7nik+Dh71yfVYviYceWfJVM66FWdHxleCUB/QnV1nPBFsPuApfZIUAaoXWew/zAUgFQn/AoUDIqA7jFjdm1pEKTKkOvVE4AkH9Qb6PiWwvsYPhW+SzRwTPr6/ExEILpj33AbvtfC58XF+EPRRXC6xHr0rUwY0v87tWFqWAcVETyz4TOFEHwh2ovXMww5f7LTSNbpgYdnN5s5Nb0h46kh353vJJQUwNfM3lkPR+ofCFf/CIc/0p9tGzzCUZ2Emc5r+XpYqS7qTTeJAKVxYozYsXBko5P6mT0yARLfHHXdxVMPGo1LK+HTIUg7LlX41dlm+IcO3tQPpMABV6e+438jkLFQzIras2b4Je/3t20LwYGTpbQf4vT5PEfmFmOsg8Wfxim8zIWQpuG65/H1MHTEL+IFz6E8gIW0dqaQAkgqTru3vRSAMn5qp4ujHBDP4NDTPVsILFpyJze4A1Fzx93XMz+zYTE6maJ1vwCUinMl1y8Foviic2OUL1S41pOdxB2UDeof9U6sjWHRx8c3n5uvUoHDxLpCwCAXuG4G9rYuYhGZpWFDHkuF4emo3aCVCyf/G5BQTceikBXKm5o/NXDWmDo734rglcAbMSlSKIoLc739eLwGGvVDiliuUsDq802VF/6h6EcR4yfzlhpwvukxdCC3GtZ+iL1afBWKAlKVo5a/1sDccPP5h41VEBG4YMcVGIpGaSdF1KKLgXc7N43xRSbw8bPcW2AMRHkgxMxNKQJpnszcR6QsUFE4Uv3ncwCqWVpYu8DaAOFCnerJvUSoNXNJTqqlc2N6oo/EYC8Q+7a+U+h8GF5KlJnzJKC1oEusm13VoHtspBE3VQ0P+idXyz6FIAkPppeqf6qgSpJpQEKmGg6GPopbMAhBuo6+0r9EWiF+DZHb1dJgldRhK36TiIzvKTd5+7XCxfv6CxEP04HCybVd60tEm7/P5BotdYPwLHtla1oliIj+kPMQJSOLzs07k797ATf5aESXiwpzU7aegor0/Zxf3d+zmwYukwak9lwEJaKupvc3sKhxvd21cBQLVr0xa0xzdbD1iuh7/CUGFaySNS7JdgCD8w63zWwJnPvxtMt5ioTUiB1W76Q6IIsaaNnYVAwyrB277SZJaMLE6VhXbAdEZFdcv/e4BCYbJwXimMnIe9+8Y99WM2ANXrK5C6TA6E/NvQcCCahLQt59gFYNUaLKd78nkEBnwsO8oS8EZei9vSxXWAMdlyPsK2qIcNBZKnjfo1AU0W8wKqrbAJ9DLuHsZBD8FCrjylzAoYjeCu/Ht2oAUGPXmyt48OEJvqt5NhTRbqvduHihFSLV394zwyM4GWB2UFuHiFQfrE9Zl7dAn+R4hF0Bgkuxz0PdGf/3HpP1H/3fLVBi8Hg5k48Cbp93ndoWI6JqqnHyyZoWGHweE11VngbefRcI/kx0zpxpGZU7Hg3K83nPJvT8IHx9J0L0KV1HluGSj3WToDETVYdrZUGeQXPkXd4Q1LP4B/NWpRf8woSc789UAttKyciRDCI6IC+ml0HnwJu3/JSO6lYBHf3d5hlIyNo13cShIRBuxV+7/xZbDqY5LHPhXFj0euqyUJ8yBXKjfFS4tbPB9+DczR+FGGTzcrfQx3oqnL3f+qQ6JgqoGkGzhq1Y9E9L8FtbdwMUPApLT+8PhbmJqYlP/+HR9y9XRb/YN8DUUZYHl9sxkB9TSpXcjUelO9urQtdzQXaWg3iUKR+YMN/k5pgC0c1D/TyyQAUNSe93jVkUmK5gFxB5TNdpZuDHk6n0vvlx7BfZkQJtp4SUukqxKKNmkWNj3gq+Mnypd+dNgla7OesTZ+k9oli68OzAY2C45yphxpkC7drVTk70/sWubKsiRGiFvtZRFj67INAfvbLTEUpEwfJPDp/e2wYShneNbDmCwSHu9Mp2NxGR/+j1tp2MBNj1SnOF1x9eSs3srv8bhjgjQeF1Ig2iD7+oM75cAU87+51yHXHoRsdRoz1arfC2OF3G3RQD847SOucsiEihNlAlcJUGvbVJ0rL3yyHEQ2IZl41DBYPnEnddKgLMIFf5BrYIOPJDFq93BiD8kRTb54ca4IrDhaUgzQoocqVoYepwSIMp/93vkU5IT7zVrVJTAlwFnHwl2mQk9iXKyOdRF+yaUNxlTNfRLozjmJkxGRmUZ4183d0F0gYP15laSyHz73/7su6Q//c/Y6O/Iw2abfh8tfNzYZKmg7mjiUOj3TaMv3hpEK7c3VP6MB92Xh95d/AgDt1lWd8/vFUMji7bAraShVD/X+iaGG8gemektlOf0AIagkjpg2w+6JfiX02tEhB7EamwrZM+z9Lc5+x1cqFwpYg2xE5EDHiBB/EvmiFpiZE7W7QUyBd0u/zPEZBgmb/31/pmsJfkCwq6XQKY5j2TrA8IyLAMb0s73Q7ZLi+aS14lgB3t0fB3exJK7BjQmzdth+ge/9PdLkkAXzqsm9+TULK9v7jcWhugGavlYw+TwFYNymb0SGgj2ribx5IG+hzrhBCEYN/FDXVZwKGVFOZu7jM0ADn57bf/0fVYNeKSx4lD9bK7GrJINMg/6Dd2wo0C26kJlzxscUiBszJatZMKxFvNFp3/ELD6n60S7cciaVrxxW+5NBi9q64brUgEUdnD1W2vcCjq+o+L32do8Cpzg/PPJBZOh/CF3U7CIUKW0BWD1zS4aDrOuMsWA9TPb1p9dHHIxfqkda1qA4zbY5YirkYAQ2L1tY9TOLRx8Lv1bnwzEFN4DmyvlYKefhKWfJWAtFkvFJir1oP4c45dZ48WgasqOVlNIByhyLWKE8t1INs5zm/IXQjRvEp1Td/C0JKnyQ5/LQ3ulT/ksp2ggIlnc+iKDw75LVQPgEAv6LEfPpjXlQ373rCQeSeI6DLhnuDKoV4o5gn7lCCUBx80pXw4NoiIsg/LbgK9cMhpr5lEWz7oFPxTwKcRUZXiyUNHXWrg2H3ptq+pNdDVoH13XSUUfRAlKgw5kIHiu0TVvVIK4gXaspVi4ahjt5nnVks36NkMeIYZlPz/d0HXJMloz41CXbapbmD63AE9kcWQaZxp9k2MjLq9ulU1+Xog3SLg9gv1EmhgYhF1YScj5uV9ZLvNTuCgKdRitSrASH/ebuM2Ge1u2QnDWNJ10Sf226ytHD6HOgvK0nVhVP/O451JF4gJ3JcZ/10Bbpn5PCtGZHTyuHng8O1WSJ5zwTRepAIzVniwyZqIZJ7L7MYst4Bb7h3h0GAqBD1x0406Q0SWIrM3F/60wLM1Z8oqIxUu9T+jqJ0jou47l6un7jXCTfwD06NcJTBocjAJV4hHMcEVDOssjVB2rDh6OKoYmHeIfgmv8Ojg5QK10phq+DJznPcD5ztQNfS/+roqBD3QSOOSVqmBWqekc+V4LzDheHlbXTAUTTlYujKK1EDPP1qb5a5AoG0eDjBkC0WmX8csySI9gI98UqsgXQyddyL/2dLzsXGfQsnfvDRoV/nRYsNQAuWNxUxfXILQ3juOlv+5ZkCg6On3Bpb0/ru94PJ4IRAFBL///Kk0AwajRObTpUvgw9iNs4tfApHdRXWWusvpcMa6zuBLUxHkNthml2oEoWU19Siyfg+YeC929MsVgv7n943f6Hl9YMdxMfdGD4S+oWCGJQvg6FKIlNkCCRnGcp+S+h0J/7WbV/WwIVD49s3yACUMDdkWkFvN+iHPT0PnOZ1/57YunSjD4JD1xBWtM7r9MPtTjCPhew1IbYV5bqbg0GfHn5mU6jY4N/3LL8EsG9gSpMBelkTnzEXdvB+9wK/swv9sKAaahxQvXNAjILGUtl2Td2gQ9807MuxREHTm3nnKKotDfJQMSoZRL/js9Xg+3JQNLAmLnx640/1q8WD6JYU6+G6mVbvvcx0UYzJ15RzCkKr/4FWu0VrY/7lfUW2jFuY5P712kAhDs8u7I2SWmkHZvZmvKDQBNibtT5HeEtAOj/fj93wtcGGP1o/wi0lwWLiW34/ea1p6p05Sn9RCSjkh1vp7EAzV3SWFToYiSHHUUvarhW7jbwfC8jHQ+ZqDw3AlFH0dvvtO6WIt/HD6K3dECk/n2NurmtWhKOXnzCPmpFqQOqSgoBNPBI7ZeNONvf/Te9iFR8Yt4FO8bmPeTwH7u8c+UhoJyH/SR2biVgt4SbBzHHpK72238iQH6ug+HKkxZOrRAgtXXV9HHafAFS8Ky8JnAmrtDX64qdwCcYHzu7lKECxMnp/cXUpAxwdp/dU/u+F5pp2wPC0HjimnfWk5Q0bZX6wOE4/3wN2bl4QsxnNBZXBM/+NhMop4cHzLe28XvNhtOvTlVTmczbV+PE3Po56+Oi1NnS6QkMmmMreWAb+2ziECXY8EMKhQ/FoA44/1/n6JpsLq/KmT23UBqKt2zFersgD8mz4+SdlFhX5Z8pnV+gAU12d0aSapENrUnK2971Jhm7VHXp8agPaVvqxd/NAAtFFRPVWPEjC8dPVQpA4ezQRywpJjD8x3p7ncUS6GY47ivmNtJHQw/PaFxNv0eaZ4muXxlICgScuLsG8kJOZD3vWYrRZ+Xjr6RXq4EmxtzjLi0kKRwT2P4D7LPtiT9oWqlVgNcmzVfha3I9A90i7af/0JMKh84cb9unLwmnMfi2sNQfZvLgl/006A1v64vqPFFaCgcK4JwxyKzqSfrE4hVwOXguDHfmoB+PQyCq2Wh6CnCfb13XdwUN/6rcPqcxr08X57HW+DQYJxDpVNRq3ATl0RrzSh+yrZSuWxHRFpX6YR/eg+tp3rw9GnWwb7enLHsHQf8zvmUVI41wTj5rTvOvNlMKt2+etUVwQabPWamp1oAtWK8HrOPRXw+z05zqw5AqVQhL6LcDaDCHcSu+f3Ushm4XQ68DMCCR8qWyx42AxdeZpz0tNloPChSS32FAFdWDwS5u6UBWFNHvaGKlXQJ7s8vs8tEGVoxd2oHkmFrzkPDw1W0znBPtp/riwIpW9fznx4mZ77IWeylfPK4U6SsoQzIwE17P2lYHwawXnpNFzcqQLYiszhVu8LR55f7yyfl0Qw9e7U2wX2PBD7ovWCOB2OirzZO+KhEWa8re6d318Km011uwZi8ehOihq0rNVDCXX4xEXRQijuS+HIiaL33KebOX4G9VDB/Mm3QawAOsQuJFuJh6NeiuTD4y9fwnSAXc1F0WKgFhQ97hjHosGKgwedV6zhpdaQc8FSEfSeFqaYiuBQupzahagjrXCmsIpyVTADZHl2KzspEZGN8+fDnh5pIHz4x2/n6DJgm6xLwHgHodf8kv1vdFMhE3m99tUuh30G+W0mM0HIaYv2NzS/HljeKGgm0PJAZzLl9v1H4ah0cnNLpMYG4rNm7WZ1ELCRXl10PYlD/ums4gcHUqH+rvpSRFEpNBiUCEtVBqF6pOzlzZMG5BWzexx6FTBoxJt0LikIZV47PBp6tx+KhO/3FaJIyHOxM/Ik4tBz828BNs6NcGdSlFiRWAlHdr6mPkR4dLPe8Xk3TyOcN8aaN7FWwrHbQpl53ngUd4CnfayqB4KUSBE36DmbnCD8ae4ZCUVladfdpuvoPYPKX0OeCqjwPtLr0U5CjPHl112+lsHXpMTl/AwC2O85dkJeOAhVH5t1PjrQAyWXuoJvPimHAc56hw5dEmJbqS4w7PGDciWGe6q91WB5t+Ga9QMsyt89n4wx9oIDmvXC1X+r4Xj5uT0d9P7eDZWJ/rpR8ADv+FbndzRw3SV+TcgIQ18tXiqb/RcDDNX/HcRvxwD7uJGJ66kwFLESkmDP2w23YxiWTjJUgEryPa2fumTUYdaer1zXBZYU+9WDohWgfjW2IIXuPxf0qkMYJrrA/cnpoxa85VBm8er8sAEZsfEfjTq95AadLXzDQdcqQEnpXo5kHRaZjFyX3Vbwg9HcmyHG8hXgFyjH02SHRfNRen6O5j6AE7xlVEw/T5X1eaV/PlhU42aHzi0kQJmOuqFweRnIOmm/660JQVaa/3E4X7GEMPzflXwmHzhYsy8t7xwOORay1w0kx8GRhEK+ovUy+GkzlBjiH4pi+rd81r/S8+st44gBM4Kh/O8R+VYEZMLw5NhNWi98+5klEt1TDydL996jpRFQ0bmRE/5W/VAt0cNAsKXCfewvk9tBOHRH3UruBFcfSDU5hMdPU0CM5ukc9TsCNbU8/sVf3ginrkb88SOVwDdyK830Fx49rOF7oxbRA6UCdxwwvkXQ9fuU13QSCf3lYhLibuyBc9w+L/Y7FoHDhIhFkA0JQffrkIMCJEhQm2HdJxIEA+SbAu1+4Sg10sKClNIH+TztZHEoAhPf2qyxNjyS4LGY+e91HwjsYXN6KV4Ef9JaUsOEItAu2cmyl7+agYsln9PmaBXI9bBLN/kQUEW63ktniU449es7GXeDClJVT3Ou0XkygbfdaM68EwwMHasCeilQPqDJPKZIRmdzisrESjvhraKoq4AUFYxH+Bl6NMnILy91+4k6BoCd01hkqBgETlb+XM/CoCixa2ljOljg4fSR1W0vAra7C7quARjkPqzpeEM+EEof/lUTni4Gd/b0p18FsEhvRaaIie5v8X0R7lPmlZDMx0Q+T/c3h/e5CcK3mkHrN84gOq4CiqfV5uvYCchSp63+chYW2Bkf1KR35cKuI455pe4YVDFKaZxwxsJFKf92KfYcMDm2K/K8Hwb12SxZ5QzgIUXhXbzlgxwwP6G664E0Bt2ZnXVqbaqBvgtX+6e2w+B6XmvQ7MtQtHP8s/D4cjVwvhwUk9qqgqa9s6KBiyEIK3HVUUylGUpIZLKzWhX898tDlH8/vV+goUpv1ALbJ1YtbYIpIP7R9qYhMxHFpz27EGVUDSm3+XySaO7wW3V+7Vt4CKrUE3l2b7YK8pbf/lg/+Q68S6sFVrVC0KVzmXes/zbA4e1jWjtHquBl02C5oD0eSVtzdTi5t8I5l4cE/WQqLPtXxAx5EpHpmMPxxYxW4P4T/cLjDhW4SsjLhZFEdOAszysLXCu0VJa7xq5QYMTtYcypECJKkTO4oxlJ9x/7qXG32EIoX7rMzx9LQrSG6/9o/6WBwsmhRwfeInCygOQkbBD6I9zonnYjDIx8FE9O3ssD3QtjJJ9uDBLzk+v3agiAf0bsHwx8c+GQv6rRB2EskvlghN95FQTinA+rba3yIbY4sKaOBYvG96yxl1/PBLEeBpZRd/qcf6rqTakORNEbqXmf2dLhcBETdk98IdzSfRCaqxeE8lnuV5kfTYUpZpufpraFoHzEtOfOdhBaiSLe/92YBk8Tvc4dtS8HS1kvjlz7IPTqUfZ45nI6sJtkXzjeVA45O+eDio8Eod2KRh6Cz3Bg/v2roHZbCfwYtxs3s8QgNY4rcuKMrWB7b/BTKJ2H3z9r56qSJiJ9H2l+Y9FWwM/cb9lHy4Q5H6EH9jeJaHSxWUT1RSssiSkrvr2eDfGnb3G7viGiraSJZ+cDWoGzBvtIHTLhNSmH6c87IhKu5uf6KpQMlV7kaCw3De4Wu2/8rAtGYxkRb3S8aoFjTDnklHQuUJ1xB7kXQ1GJ1hTjamUfXNbtLzitVgxFUd2yaol4RBWuXJMltkCOTYAjebEWXql+rDuyQEC/D0QqGSW1gHVxjYf08VqIlcKRf/4moLeyrF//uDTAFdbtdKUvdaBU6nnaah8eCVja3RiMa4D47DfqOcX14Pt4DS96Bo9Y5JHAhEYDnMLkjo0E1QOpdY4x+jsO/Y78lrclUwJ7xd0uu7cVg2v/FZvYM4HIWffpE+2DtaAft5Clfi0J+toG708nh6IfZ9Wiz/TUgHxZqMGZT8kQWK/5ZtU9FAmPHz725FofKJ/+W3l1igJTXhUdjeERaJEvkOVWGwVeuXwoKz2YC11PhL97cGGRFN9uFttTVBDxH/Tf5MsB+5kMi2eGWEQZSxHYF0cFo5yVfD8reg64MX6OKcCiNfWnFWddqPQ5uDiv7RIL+P8yH38MxyJzw5wJgRYq3IyZeovhiIPnR6y2rLux6Olkn3fY6xKYSjGy/PevCFguT0x5KgYiZe3b+x9mUUBwi0PeS5Xea4I/v7X9h0HGP3MPt5LbIdU2ouBIewIM+1tI5NB9e/hOT0d6YDtUszk+CFWPBXvJqhIUTULPRRKGc9OCgWN09SjWrBA8rv7YuPMXgwLCeHd+W76DyG8bxc66hbAmGhZ+zBiL1F8QG8vvtkMYKzSR+shAZLpyufIdCeX0f3lTei8YZn/xDwfFF8Dvy8K+37cxaHekYkrIwR4wuMwUd/xCPARYtxTK89F7ugE/dUa8B5YuWQYGQwy0VyUouO4lo6icuGm12CLQX1+e7n6cB+MK06d4PgUgY3/v52/0y0Ei4MBZjdcIru/laWC+G4TsXlBrMzJyIaKViuT210F6p74leTMAseUFi2ILy6Ex5XIC62MKSH0stF99H4T+xfqYxNeVwQZPT5GzJwWK/Cu1xTiDkJwAo0C/XDlk3LnL7jZJAX9t33MBWkHIJ9rh7fmzEVDE5mkxpRgE0ee5pRXOYJDQxSWZXoEeWLR/ouw5nAhjo3v8Ng+RkevAdE59RTe9t4cJxW4mQC9ObGdalox2pbjzf3bqgT+cinFMmvVwNDVCdaWVhNJfLl/8Ft8D5n+jRWzG66B8ueGfEYGExkRJl0nUDCBaDvav8cXDo6t5Z6pHAtHOio7SmJAPJAZ4TTfcLAZfi1n2c++xqFBu/Om3Z93AvPrzV7xOOby5YfXmtDoZndmKbuNf6IbU7Oe2HfTni02e1RCg9zjC0Sv5Q5AOARiKoJx5ArxwcFG/dS0I6XOzZH6k82q/TRa/+INsGJxpnMLQebVjw11I3K0e3NossC4zOZDCoxl09Vo4+n5YkM1stg/chI9c+jhSDCUtG2temngks3lM8NWIHRR55OgwdFVA7p21J9F8ONThu3RDPq4eOAkcb/HETJja72dlez8cCQoGl1Q1lABfh7T55tNSSLMYlY69E4hGSuJ+mRn0Q2+xt12BGxEu9RAcsmJxaP2fccCmTD/4vXzXr7NOhqP6p2iNHTj080+bX9DJfvCSnj7AIUSELx7vBX78wKEHuVUliWVVYHBId3j2YDzIs9W+w5wPQU2u9zRjNKpgyr1Z9N92FAhvrb/bMx+MeFpPvdFYaISvI2GTdgzJ8Pfo0Nll3gjU+YnV+1BLI9xz/lv1XD4RLk7y3g/8h0ffKh6djotuBN2kXW+E3qSAHJzgw4/hkXppYux7ci/cEDS2R3uKwetVfGL3DgGl3XDZMDvTBeXJrqFX3CjQyHStL4zOn/8987RX6u6E+7ghVSO63xy5uPVR+hYZta8wpqklxMDmrX7MJAcN0OIBpWsHw9D1DE2T2y00AM6yI1s/I0FJwxt7NhiHJIO/D35raYVwwdfa1UO+YFfE/7w6h4iedOBfV5ykQJDBf6Ht4bUQEZTacSgWg+L5lzSWNSigYA5Z157VwQmRh24vKzAoUVxGRMHwEfgHaGgmVCBgv8SXf42X3lOcXNdHmp8Du8qtlOuPEMgpslmw/6T7WMvxtrEkV/gmd6KxhIbA/Erw+koHFomkf9Iwe06BE7yxKr/6auB0o7uu/UcMYmA5Kdf65D24V1XM3TMuAIuOJ+cGbmBRC9uHtDwNGix0ZXq8vYlA4EuE46AEDhU9H3gV0JwC0Xn3Da6x0qA4O2lAmoeeU/85nj29kQreF6XUTT2pILa9fy49JwiVl+fUnglMg3Dxgg35AzToI+pYDXoEof8DKG4LFHicFJp3PJXvH8bLKIqKKCKrgaKSxjeFj+yVqCglCdkllFEh+xzzOIdz7L33dsz7HHtvZZWVkVWkMuJ3fv/er/N6nvt5Ptd9Xdf79Zz6Wd5dNbZASEXPuO8Fl4Knl6rN+mQIyrvF8cfteAhcnzPZ3GtaBhlXqvlL80NQZB/9xKwyDqL+3NjtcyuFZEvZ2x6YECSQenc0QDYEZvulsYlFJeBkj5qIWSEoqX8i/yN/HfCqkPc0JVBBIlr0vfHhULS/QUHCvZQK/uiNSXYBFS6+/qj3kYpDl0+SlGW86iCSMGY1O1ULegnHqmUehaLLHgparj/qgCn32xx/03sImv3pGZ0eipqsuzvdHtWD0qcXtvatLnBpJzDddT0URXY7vax9WAYLFrfeNvXlw6S6vvaRJ1j0sdIqz521HdxGZO7e0UAwLP4gq6ufiDyYPcsp/nXQx/P67vP8aIhz/3eb8jQU7Tuk+VV2MwkuR4ojbhcqvAn8zL9r5o84a9fTHWp6YCdRUj3I1BpY1tZnx/PD0IBdhS2/aB+Qqsb9qjiqoMHr9PrOl1D0JdjvVnOSI2i/1xUdmEsBoYCJSbchHHpiIqkjNmYPxpduMA67p8HL0AHjiB849M15Ui5F8AV0tChuL9qmw8Idt8OCp0KRnU/6iMT3YhASJ5f/p0cFhf5LlelPMWg9+0wqg18qyPSf3XtOOhemfcd8JF2x6JFVVb7bahqIH/1KOsyeA6sqW/FO7Fj0bETfTa00DdQYkhdWYvMgD1sjpHQKi7icxcSHjlMhn+MfawpbJnzVrxRuvINDeZuwcf0tFfQvaC0uzmUCL8/iUQweh6RiPH4qFPfCc6s8sTYxBHG/U5qvZ+NRuWW+xbPZEih89mBppCYCTkYlTWIqMOha9Nh4xSMynP7qQKdCVwtn3nBfszT1R4Uj4tHtIwjk5NarXUmF4GBpKHzWKgRNB1mUd+hRoMS/RnDBqRD8/74aHqkLQXq/xobbb1BgzsCtZC2sCMyHVCXv5oYgLhG1B861ZJg72HBu16gGBs9O6YTE+iN21ZOuUqOt4LG20E69WAhvWwZ43ikRkYJPr/XfA21w7CoH30GzAnhzYmnC6SkRYXMTcfQv20Bzfu3By2uFYF132GoiiIi2Rv/+5ynRCMVePFF3HYqh4F72iR9qBNR7aWH+VX8DPOXrqnV4UwRXnrDyWTMREC42ds6lkgrCgiGN4Y0ZQPlIzjrTiEOfWJVPlBytgzw9wx+oMgMsZl4crNkXii69SP97XrYe6Oz78ka5yKD/pWfw5mQosvyuEP84oR50lupvYxTIQCUHYXdE8cjFkc3u6rl66P8eJWi4vwJmldsip3pD0eKqQZxQIQXKR7R+cm4VQvRJ6uM9jDiUWrS1l5mBCr9Ufpueoe1zW+fZB0PAIQeM51/T/hpo367kf2mSC+TqCYJMXxASY93fY+SIhdTGB6TUoUiIval4vfkgDo0nSrX7Urrg9Z6o7mD/FIhvsL/cLklCNew/cheeYIHq8DvX+2Mw/Lf1NNaIFYeGv4x0MfOUAB3zqvJsWy2symx57L7EIKeEcx06V2h6yxhW3A4rhCXVZ/auxjgUYdhsfljFB84a3P2naBEKTVmey3vUcShc4W82V0AHTHItxLMkUcH5YYt8ojwJ2e89qs7C0Al0Sff3D4dR4fNbyod6HRLymgpL5CrpBRE5tpTZYAq89PI1is3EI6p0g1ftQC/sadaFT1IUyBp+wbZrjUdX3GcLODspkMCzrjqyrxB6v1cG3uTGoei0w9LT94tgYl9b5uTlD5BIIEyf/e2HYiVELnNOFwLfEtm2d8AbUiQ7mnim/NBBrVmP+BOF8HVhVYP9qjvso17nLGn1Q7cuRRS0dJZCNu/UoJNkCTyv1xQz4sUinRuH73KplIOSQ5TxZmspnCkw2F/Ti0XUGUJQi1U5XKx/gfFfKAHiz6c9st+w6McHTPu+Z1i4/99mzXIoBaK8W8IlaO85F1dcfbu9DNRWruBSK2tg8h+PCB8Bi5Cho+xhlTKw646/d7G0GpZfdRqcu49Fj8Ve7EuXKIc4wzntU5+qYbxOn3y1CYsEP4RxjzJ1wwy86zATrwPudJ3+wJMk9GVHb0A/rws0+G0O+9H0+zoC85n9PxJatHc/wcLQDZn7wwqWi6hgYXNz3kuAhHZYXagd4t2wcZWrKDE1AJDB74UDDCT0LbYxKPV3FtQuxgjvNr8ASkvhdeWrGPSS8/etzZQckO1Ikjz60pqWR/++TG35oQLOmcsGjt7QWDr2EaQpUPmBVLKii0OTBzXid2n+Y3jJN0JEOxhqvdnJnbT5cvBp2/060gMzu3s4dzpq4KzrjddDv8OR+gdNA2uVHrAe+rYm/K8G9jS+8TpLCkft+4azZFe7QWk9E3/iSzUkJk7OJJwlomnJUi5Tnh5YD2Tp9G+rhh8pXaH938JR33PGcL3yJHiukHbhn2c86K79PKLl4Y+8jh/WT9pOgOnsf3puZ+KB5bD1mXzZAOQidvX9SEQxJFceeXkr9R1UV4QtPFXEoBj791gFfBFU1y7q3TawBpEi525lOgxySLB5pzLaCyZMXXIUvVAwbOQ9ecAIj6wwZ8y6povg+Z1aS1KZF0gZaT7W46D5/5zEfOifYihhu9ObjimGd7L3rY4YY5DU8Kemsu4SSAr47xmzQAlsG5grxRdgUBCYDuxuNYCtmO6QWnA5NJcYKlFPE5Dda9mqIudGcH+r9snhbjmQ2RlPnXYloMNHg1YLVBpB/8SVFRNNMiRlleKtHhPQ6FLZ5PdTJXD0xGABXXgRMJmEnTpoh0EvKjQTo9obAXNDwHb2OBko8pbSTuUEZCgdx6Xp3wiviMI4TuEKKCxMVcZhCciAtgXqTDewXMrX3++ZCLqbJgKx14mI94VvO5mhBxLirNZF7sfDVAHxvtoBmm9X0akq0+ayYC69tiqQCKWySaWMM7T5Ej+W0owH3tadsX2zVgtVnabL1CAcann4fPvBPRf4mR0Vc1WgFtR8rv4NbsYh6uFqp7HyCtj9vNrNER0O9bVfI79dDEDSVx+qKa23w0WFt9ZUukQw5y4wTzhFQjZMuBn/6lYwd6+6OLMdBh18bRcNrtF0sjPt/myzFT6Q3G6X+ZFg563rbyZdIlI6UPE+t6wLFNxVjXt4kiCj1Ojq2WsklPjZ6vwV+S74ZIa9R/gvEfa92R4bVyehY6NrXtN2ZDA3Wpt+sJ4D3vadndb2/shj7IjcEM3333z62lD8KQvIUyssw4/8ke0Pbh8nhgqoUwmpoK/Pgry/t66yNvqjae05ezXfcghQVsy/PZQNmXFFo8lrWDTXVXU3SLoFDIYLWrM6MWAQKi1482E4cqFjioidaQYYvshSNuMNy6W+hAzBcBTbILuSqdQC1tuFLcctPeFpKt/drwbhaCpMksd4pAO4xwZeXaevA8+FMaOkOyTkYta7xv2oAxZaHnCp8NSBx6CWXKgUCUWLTNnJJVXCZJrbM9MxCjDsmcv2qQlAN6SSeVaMq2CM5CdzmJcKRk8lrpOuB6ITkk0ra4mV0LCPWeqPNhVyJfkSdWm/1xhZUsGKpYGflU1csWEWKCQu7tdXxyKS7ys6Lfd0MLokeMSqKhMW/kt+FbWIQa0hCkKZfZUgSej+afuAAmaHbcSTRgMQp4YY9r0AgscffvcHjSOYzRMPVu4MRnMP7rQSPiI4M/HhqD4zBYbp9nTdPB+CdlJyiAHR9fBQ79/jWP8ieGY9y/v+LB5NhXjMjdPmSx8tf+a1hyn8+0X37ARtvvHnHBeT/8uE7sroX3U22SA9PP1c0geDftXeMu89UADdSVatXeaeoCqVuBFb44cu0jecozueDz/ay1ddJD3g+4tl6c4WP8RivCRuFdQINV3VqhfX8TBp4X2+PoCAqv74mdvbU8H6nkqykVcR1J6HKU8cDol7mqrsFlaAjsjm6xciFFCqtmo0FQtA5qTI5ToxKmQarw+4VxTAHV3d6X8GOKTmZTOxOUEBVO3HnHuoAOav0MunCePQoLf5U4+/tUCnFxfTjQpBa+/A9JeoYOTTbVUmxo4gcv4VXdbBQui79t8P3YpgZLX0kP3WVD0c7XM/5/agBAL79Xnp9PFoUZFVgPFCA8R+fvBHe28pBP04XPMwBI/qRpijTim8gRsh79AAHQIZLndDvjkckrUsZLD83Qizv9xt9wlmQZCRmU3WAAH5PbE5+C2kEW7/+iLkeCELviWInvAMIqCii0e0rpmmwt3hFbonZdlw4OW7JUMMFnVdPlV+crsXbHl+MoF9NDw1GNmuFMGjtXyLq2S+PujPTfQQqI2DgF/ToaYroej4Y/p7TJJ9oBNKNyZ5Lhp+HrpMqewKRcbFUaaMBR2Qs6b47GegF9A9chK7pUpCnh6+9VessoHRvfrQ0iQFZlbN01tPYZDFF/10Y2oWsF0ZIsTeoEL8QYb8SGkMSr1w8eqwWzdcr//Zp/fEEvSHRsiWZCJyNDlbtKzeDdKjvu5aHiaQd/jMjZAFInJ/p3WMLYoMvtcPSCbwVIARY8OH3xh/ZDmteryENt/3XxnKI09UQFgFV9AN2ny3JFzyengroJN/5fP0QAXYjQYo8/f7oynDwoMX39ZBZsV8oGxcNbzsM9VZuROKmKz6fD5V1UHN5Aabp3sNaO80xNZ6hKLxrE2Dw0LpwEu/lyUO5cO41sWzHxmx6JyUD0k1IRk2eMivudQTYf2a7YynsD9a2QqM+X2KprdvAhHPbMhwJnwkRP6zP3ol4Hfv33wFPGXtyvl4k9Zjc2t8H2gGoGwP9bXuiDqQuLYw5T5B8/ml0ewjFqHIR1nOWeReHQQ5/hrZ4EsA1teqRnA1FNnMHS0OJLQBXnWk+xQ/BewMbzDVxhNRoIL7BCE4Fbb5U1RC0/LB96TGl9Z3WFQ6Gn3IpS0ZMG0Cktph+XAxvuxd1XF/pDhfmlT4sAOCPbg73q5FgcpIjL4rzZeIyZ+fnU7uAAdFlrd9OyRIDv/yzVCZhDgu7xkQ/dQBTE3or3NoFMz6C9w+S/O3/0bJ66LzpWDzZZTHWbYQpMZIK/IiWDRmGH8qqqQF8GzBz0oKECyxhDkqJISjW7YaB1LmOiEFP/7+yZMEiE8tq9R9QEIjbfx8DKd6gRKl9tpFkAxT5BQ76hABff3lJ5BI61Gn/3sVuCpeAqVihkRRWo9qrXfZozLWAAdgUU68mAr03w831B0ioPs/tP6yOjVAxAE2JZsUKviyPhtZbMAjztmh3bLLFDil31mr5+ICWcLiN29lhCDdMiGmVSIFGg2uSunpvAdP0bXTR1dD0Nu/AwqcND5Kq/z76u9tKu2821WY0fioyE8wYX2tFUaZwpi2aykgYHXSt1aHiA6dEmT0IbXSuHjLh/cvBSywXl/9hYjoMSalwV09BWKucMg7iiB41CtZzj+PRdU1Lrc8yamgrbP1wWgfArbUys3gl1h0R/In0o1oAneem0ysFYUgUboyMKsYhs68iN86L9cEOp4hI4G9hbDJJ2vqyhyGTJUuLWOMmiCdWVqTmlgEB39Etdbxh6G8Bu3HZXf64O7ZjJibVWUgVHB8njEtFM0jGZPwy32gmfjj7oeSUvClGIJFdyiSOebZW5JWC2OE2x7nhIth8mXJ2qpxMAou4sNF3o2Gc6SuvfIztLncsxE5IRiEnN14I2YkYsBMKVHWg1IBqWon/pjMBCKlej3MNb4oiOdkkFddqYCDJg+Ypl8Hod0LHa7T67Hgfi5v/w3DCmhoHjrUaReIzAONWxefp8ARRY/tt+61oLnCudIxjkXcwToz8nZlIP+MVUGO1w0CigP8pM2xKMOaN0eXtw+EH51b22tTBq+lxD5eWwtFHtX8T7Rovr/Ozix0fCQLJC2NcfK7fqiRcYqrmlwIf2firntmZEPnRBPmx6gfUoh3MDlzMhjKjghemzYrB33pu7dOUkMQHwP6M/E9EASbVC7q3Uew4D87bjwQgi4YshRrNWKg3HmzjZlSDnxcOyN2x3CIQaikKXUhDSYDt3bmaHx5N0f25hMOLNp9t9T/UjYDrOYpeua5FPC9JN73uBqDMPlqq3dQFwQ9ZPFV1qTCs5QsZq4rJDTdqvVTT6YY9BqkDf6m1sIfKRZ9ofMYtL0nQmWEMwhIHUShgcBaELmyG1vYG4Is6uuYNX53w2CMohnHWwSh8h4FvgJEFONx8vv93hwIfLzP5/geCqTkP9jg+eOHdCn9nq8oObDZUWpg4oDg4KYk49xfPxRqcW7qUEQvBBc7TspGRwCT0MxS1wQeSf45Vlce1QsnDa2s9k3FgOxQdPT7UTwKtOl5vnaM1p9sn0TRBSCQPLHzRuUSBu1tPmTKt9sLc8mXr5yJLYVvgp/ekk7hkbLdyCYdNg2Gm5mvt8W4gPKWJmnuIha9unmamxCYDMeZHfSeB5OgPEFz7/oFf1RkOs79LDgL6FxQj8xeCnCbW/PvU8IgPaXJbv1LEbCRzpCUOlIGMzt7Dw2sByGLDAuFpotE+IR1C+iwKYeS9WuZe92DkXwegK5iOBw412aMUSwDC6dDSLU2GPHW5F4+YN4Es24TolzviyF9cCHrxukwFHBvaV7nSBNg93J3mm8Vg2hBACZ/loBum2Rr8w+QIN1adCV6mwIR3g/g6aFglNBvpScmHwaaU3RfLnFSYUooZ9aSLgS1MQTr82ALwdO5zOAT7iU8+Hf/UdqgH2ou9nZZGW+GVQz/vWOnyuGl2VQBC184+iVtqXZhqwf8tK+x+8f5wTz9akXVxTC059PmXJdkL2wEnE18d94XWFuD7wWXEFDtJUkx3/xmeG+2IFOtQoa9x8qG2HbD0HViIMnnfTu8iRvbm2uUDfqPZYocdojIlzAwY3+4BX5PKkkMXyODusnxNYeb4Sjq/peNJNlMWP310NDvfgrsriSkUbwwqOoar8mkWQtMjBh0yT4kw7Pbz+COXTgi+df93Zag9eRPtYHx1ytAsnLgCIt2OLqa+N/xWw9aoJ9wl5itUw7Jf7/OjrwIR1KWrBckSS1guFEqQqad9+V7BkPJweHohLfGzbrwbljfTt1kp3ExvfxawH5afule2G8PT9/ApLzok0yTfDh5n17VbRaH3CusbAaffISHl7wzC3D5gM+ot1kLwSGP27Ynh5RK4Xy9VoTuTAl0bDNOvZ7AoKN/Opz0TEsgeu2PcJ1gKaj/5ew7j8GgQpaNra/e+eAaEXHQ8D4GwgMj9u+j0ubiQq9Mt5kP7NYv2YdMQmB3l22qiNY/CVJWRvx8LWBi+rvB/6sTHFas009TCEd2BvkrJ7AtcDQ6jD490AUkHaYvCvmGI6XQuJmo0hgYNZz6RneeCv3KTmJC9YHI9kPL2XrVWNjT4c5ZVkAFnPllV7vYQBTUlYZTTuuA70J0m7yGYZArvK02SMvZ9+wW+7kFOsB68j+MaRURDmYsMlpfIKGFFxyDDvwdIOA10jZbiYclcSMFRdp6aBUvuXOqEtQi1O8QEBX4109VkGcC0Pi9djHSiUrwqDli/imDCttnttSKLQNQYZK4OD1nA1TGRBpsHqqEM4Pk/suuePQydA/bWHYPaMwfySnN8Ybt4bhLBgNhiC/OWms8qQeu2K1vOuS7AGPCWEzzbBh64S3j7FPpBbPKa2UZ9WFwdfypYYgRDgmQbZq977hD0bjw6dbyUAjX7xTVjMMhX1ap9lOTvXB8z2azZRcCupqI+Fe6eNRVX9fjz9gHlVNOlTOXKMCMOzNYyIVHr9kaz9wsKQCZsXFNxRsYiGdPlL1T54fus9Z90i+l9fPNXK7TgOB871IFKxMOnTR4F4x+UkA1LdqMVFsLy74aZVySOPT39fpBLR4qVOhAiK0eAndDU1M1bRyay5U4bpfRCynO8Tk/ixNAz/Fg+l0KHo1vTq3E7FJgP+5GyKXiCmjxDxoVlcYh1zAFiRNPqZBk+aciTbwS2Ea+Ofz4iEMfSEXGEnupcOWToOsXciU8+a37/Y4MDiW/OML6/EgDZIXmjceWpcN38k3BQRc8utZ/POBXQT3o26YuldSnAVM6p/qJa3j061DpfoHDDSA9rbtkmJMK+2KOSC0649GBgy68hH8U8Ogv66qg5cz/cyf3Jg45H4gvjrChQs9rA21t7XRQmucYlQnEofBXkhqlbv7AbVXm2y1RA7emeo1LtkLQj4jt55XebcD1aJ3DtqwCvO/UBP+MIKKCBO+4QPY2eJ0vzLl6thLEpZ/Jajwnopw9okc5BNrA5OPp2sCLFRBly/6H3YKImrAON99btEFIjrmCLaUSFm40v6oJIKJBlzPsbJpl0Pchy6bCLx3Wo/5L9NXFou78XIZsjnJa7nqGbrSngb36n7yX5VjUG3e5HLNTBlURKZiU9AxIZzK+K52DRYXu+e1JmekQPH/OLw9XBcumuNF62rm2zlOcuayRBk8uCXulRFeBDq+y8w85LHJt/HLZvbsAgnyNWxv0QsA+T/TYn3o/9HFIOY5RJw1ywifSdNeLge5Qddx/gEVHIt6GESsJMLRKsn9kXQBpF7n3xnOEoHdvWVvczoRCz9loydj2Avggz2OItw5BdIXVJkmPGmDYie5yv0wkJFx5vfMjD4/exIuESfE1QHjbem6oXAzse3eLOuWFR1/Keejzf9WDLYG9zsErAn4WGy4Uv8AjkxG7/snlSphaOR7BlJEF5G9hrhlLAWiPWDqz2O1SCL8ekOPplA3tLDymH75i0LOtU2uiXiWAT751d9w5By5SP350JmDQarTca8EDPXA/WsncjSEZ/n3LLqzbS0SZT+8fYk0tBhXdBfap2lzAsD4fPaqKQQ5eK8VBt4Og2iEvsrymBmglNGi6KwTRHy/+dcyzHlIeXMXhFMoBq8PE+O0oHon3+k+PfOqGuJytvpM+yXB6W4DxuwYRHfSHeZfQXhjqfm0oERMPrwTE3jOt4NHSyEGd8/MdIJg6WPhTgAwst0OrhO+SEHvASHf82w4YvGC2wUAthz3jHzb3AAkFSt2yUOImQ0ioceIRmt6eF3++Pi/nj8bSeYRtP5RDz/ZyNf+5KrhHyXrivIxFLiIHMYilAsQFub+EFVZC0ACDbn+rP2JRKLaeeVIJaRfMDyVa5UBGfbfiWXwAem+8/8PGcQKI0PXXcpiUwm+OIw0+50JQquaXZ3eooVAhI5dcXVwCo2syPkt6Iaj4gcdu2OsKaPU06+7gz4GS6vr1JMYA5E73Jbe9vh3+eH6MPhVRAUl0KvMDnCR0WqYl8ER7O7gSPnMaJ5BBO+XFYQYuEpoqn3qFjywHlmEv0fM0PX45sfFf5z8sOnCs7HVVaRnsG6ZzEYwtgPZFn/euNB7PJIVGROjS+krUow8mW/mQWDCrIT2MRfJlPxX20Hjc/3xZy8B0DRx5f2Yt4EcoMsTfrVh2cwH5Dhnr+7rx8F8oJ6t9Ew7ltPOcV9bug4JdldfcP2pBq4g/50VSKPqY0eP7QLgPmnb9lTb+Q2Bg8fVfy0QochzZemX5xAooohipSLdomNSd0YngCEW6k5cOxJ5zAjnstbarTpHAeFeU7togDsmbfgi5JEYGVWVXDXWGAsAP8YUqavij/qyebpNMMhSydxSzdeeBSxljYEyoP3J1lDskdqYVSiXVD8edLIWh9saVF5PhqG8+86xHQCtMbAgeFdIoBazl+8X9vDRuItj8F3SzFZ5Plj43Yy6DBeqAEN9KOFL/bUBUuNgIk48SXYlXEqDVLohNT5WALC6R/mWMI3gjlvat8E0NTE9w+EW/DEG1RdsWP5d7aX1myMskqByq3eIjE2XxiNzbeEZ2lpY7gRVnVzLKgGr5XUFZE48sQ+9ktOt4ANOq7a+dCzkA5G7mPE8c2hkgl3R7eIJaJ5vG+J48ULrrR6W3xyGuS7vJJenZcH5f8pUr9SWgtOlxV5QHg558SrSyY8uFT4YXa+tZSmHDw88s/Ycfqt9az/vl0AMCO0+7g6h2sKbe3n5QMRyZ/qwqr7vUARvqpSm93mTAhFAPyVwmoW58gXjBRjtYP8iKujNWDocezlh1niYhy6Idk6lTZdA1WXQjQSIU5t/hNm7IY9G1LLa/sZEIfH1ySR8SEkFPvevC91sh6OBpJ2k7cQQlw0csaqoTQY7J5ovBeDDCPT4oxeGNQJA+/pPm+WS45cz4rEg8BP2blhZ9/qYRCp+Zz0JtNVzgqo059o6AtA2zlUMmG0HXYMKfv6AaXrnr9fU2EZBEYIzxIrYRVLxnrB5tVsGXjsuHNbEEtPXTWJ7hYzdkbHk9wnG5gF+8yGexciLSo/+VO6xJW+94MHTy0huaLg5oT80TUUV+ile0czfsjISh056eMNYpeHK7loi2hV8WXUrtgX10cVB8Iw3GRJ1MD02Fofg1EZMpiyqIVHmadLciBxKdG78+vxmI0D+xBffpKviVryb5X2gW2MozxXFhA5GRdYFG/9seiCk9XH2lNQ0eaM3w28jR+hsumDy03gMeEiWLDmcSQelmj9DVm2GI6E3y8OFMgYpNeuaKVQoEK58cwW5jUezl36Tyyh7gv3/Fi48rEoJMV4vDSsNQ9MaEpb0RrU9c0fOoLyyExS/CkTG0HOHUrOrcpt1X+2PH1UX+WhCo8anlo92Xg0tKMK25FCoGc77s76gFk0vcSYncWPQ9n7i/jloKIrpHbSJza8C1y3du73EsGhhgOsflFw8/PvZhNVAcrPcpnq+j5cXjkzIqTxn6IIlVMuv+t2KQ+fvvUd4JPArQsJnmLmyERGqFRs6TYkgb5pGaSCGgjH8ODoYsTRA9PVP25TCNd+4sc6xOE1CCfXFfA0s7HG268/nOcBrgms2UvfqJ6GWw4tYnrnYQRxcnvJhSoNXKL1Z/iJb7OfeOqQgXA1POEWW751QY/qxzfus0BvmEXUl78r4I8FG3mL7wUsGEx5Ot4J8f8umwLll5XAyVgU/9tTcpkEXuunZHEoM0xPi8Oq8hmGXRpRsJqoXn0smddkvBaPxc8LeBlwh4yOfkjr6sgT+PP5/dzxeCettNtVU8a+G0eE8U45daYJsUZ/ikFozo+YuWjj4qBfOya5Ijfynw3WP1zMl5DHqJnXbadxKBbvqed6/6quE53u+yQ0sw2ghfSruW0AijxS8U6uQT4OSz6Ny9kQQUqv8kaWUbAxee9nLvLUDwaUGl8txRHNouRMmHrviAz5vZfWa6CKYORJ8T1sAhihHf1YNaTbDIpjHgpRoDEqTYK6xHwxBLRJ/sxmojoNaTiwLOiaA5z1qi2EdAZEmGW/LlvWCYBfEF5HDgval50DMZj/7em5kvH+wFf9MDyndCI8D9fHnSFSs8Egx9KiD5vQt+kwyUmikh4DXBfu2aKAnVXz5H+nKhG8pU5X4k9eJAKfJX5016EnomN1K/MN8NvFNG5WZvYsDM0Dlk5zIRSUyda5Y71wM4zbYkLqYYuGCqzrvaHo7m6dSyi85mgixdrHo/pzusGXpLLtP4KKmgfs/11G4oh+PWQzuJ8HQ5iqMhkIjGf1RyNKR0wwxF+Xs7ewqExfps3QkiouzQwWBO+25Ykln/bkFIhs1uxvWCRiI6D50izFkECLOjer/+UQXXCLr3Ph8LQbZbj1LfEsIhTvnt8S2VKtgOfNC5khGMAh1mUnRFiMDXqhyXaFMNE5Km8/QewehVluOdqqO9AGwB98UsUyBukbJL2SQgW5Gg8eR9vcD54nFWwUQS8B55/Gjf8TDk0/Ovg+9sOVjrjh8nD1NAw2h8WouCRckPU7oSpstA2jzn9IgKFRrR8q50PBaJ49t/tOq0wB6myOt+r+PB2OLEmr5pOGo3a7v6Pr4F/Ldlga0yFl6HH8qJJ4QjXjefSoHH4bBVLe7RsZYFGp+ba83Jweh5U4u7DJ4EzZItEcKQDYYMDfI8AsGILzJbtc2d9rzq34n8j3PAKk2/RSYvGGlrvhJ/JNcNGzXfjul4UuE/HOtz/19ENJVT+6BDJwOuFrjV5HsgIIgfy+sqxyBDQ2Pu3HPpEMvwx4P1Es3v3UOXL9Bj0V7e6O9VbU3gOnrxTV81gnRp9/jD5mHo2yevto/LTfCYL42g/QjBk9Ickr1bGFLKm0l5t7cXXNylK699QFCNz1QREQpDCoN4VS+/GhBZoucw1w6Hynpll69xQUgnXGfv9O0amFs0czN4EwGHm6ptmV4HIV2pB0GK5iTA/Uvaq6ZLgkO+w/Z554MRs4/tnANNDz43g7wMH1DB/PddVm2aHkhOKz7fLbthJH5ctItKe97vl5XGOmk+k+7Ua6adCdvYWYZ6Iwr8qbO8f/IjBjnWWdzLdO+A34JTjBY5AWDfs8ZTJUdCYeFC975udIDt8pvPIpP+oPDryOUBbRI63uXZVoTrhqYmP4ma9Hhw8V581JVCRGO3DU1UX3RDsrOsR9rzRLB/G9Nn1EdE8+/2hdg86AZWIvPLsOw4KPi7mnZ2ioh66eeM4pLS4QfH59myc55AN2DJFDiFQXbnsV2359NB7v28AjHVCd46xSgL9GIQOVXaZPBtOOhcP7RwP70GtiJ+Jy8X0HxM7m2RmGcEpDdtvw/VqwGlF4w/iV+DEFFBIE2OQgJzTfKuoFgtsEq9Fy87Gox4G/w+m62WQL/hy6uSJApkSGzxLdZgUK5YuFY6dyPs/5A5xL6bCVdcTTt/3CCg7XWNx13JrXD57uzYlk8VaAeVl54TJaIX4pgmun+tUFyrfImX1p91ZHvvG+nR+tXS9ccRexLgw9QJX9OmHBA98PkKZ3EA6hsiELkb46FEQeuwjk8xHD5z132pKwCV/Ev+KelbCyz38z2pWAROFqM7GM1glMatOekggOB4x9uN5Ps0Xb3in7zVGYxyVWXuVVW1wU/qwbEq20RwoTQr1xQSkYknv0IXJh9iokc1e2UoUHDHp76f4odIzIm3pAXyYS7z0vCVGAosJl7U22r2QxVaX1fn3+fBflLADkGFAkkNGsUGfX5IQW2kvzu3FRoywiwlEAJj+u4GnwtEpP9YbUf0YymoaNiRYrQyIMmQb/TWJgYxJV+8MCtRCitDIbqLpZlw85vOoYrPGBQ+5Cc+65MPf6OyzIlXaP0wJZBhg7YfqcseeXwKBdBrdpV4qLMchHR/DnHW+iG56CexDPbNgFN8+r5ArRL4JPhLLnwKQ6LsT9TNVJtBJqpK7zaNG6o9TQMnK8NQpj536uOwZijhufDyjHwFcHcNa3gvhaHjNYuuG+/I8Dzbqih2ohCiiWyu7k7+qFaCj/WaQzwkN9zQnfAvggDyCarpnwC0WYcXeqTZCZhE7uCDnFSwVqIhuB4JfVKWsyb//39gLxc6DR4Fwue9xyU8PvuhbGcj7AM+2nlZWfQTzqJCUi2S23uBhD6rtPW10/pkBXG1EjdHARb5Z1UDtD7p/rFv8m5+ETDsC7gfvS8AtgLNCsyYMKhQpeVXSGUxyLVazniyB0Ppia+MVVoYVPBXzEKPtQy4S3hPUTsyYbVK8F3bf1jkceDjW6077XCA9WuZsEAZLHduvZtbIqL/Zo1BrakNrL9/flE0Wgqv2LgWHpcRkTv9FeLj4+3AYVkWKclUCj+ci4XrPhPRPoln3k4/2yBUNy8zJK4Mbmw53tRpoa3ficpjtiiE7O1zMW0zoaBmu1RZ1OuHLnKa1obc64H6N1bPNR5RYewKs8C8Zzjqesp06xttPaFe58CLHirQhcuL3KGty+W+FHRJSoAuERMuqQUPwFj0FoqbB6DWOOfrg/EJQNeoeVi27y0wtoclG1sEoGAtmQAWwwYIq/L/XpmdB+HtHLPDRXh0079nfTWfAr3ZC48Sb5SBI+5T9WkGHErvS1764NYKO+c2dHn8E8Fd59vzJQ4i4m+oWU7oaYUmy0cVJitJ0E/ddF4FItrtiqtY0w6Fu3ssYzwHyqH9hIVZ1YsQ1HaP+MLzew9MCvV4nwtPAYZnDwT874Wh7p+RyoY7PVAZ6c35SDQLcn2zhkdFwlCt6/JV/CLNl8vMwxR18iH9x2PGR3VBKH3jG9tvvl5Y3Nl26ozMABGxIF3PSQJ67rSSGyKUDzu+zjdW5HJgMeKOexPt3DEmHKBfYogE3chnWZz/ymG8uWTvQFUQelfG8Nn1MwkkteRCmq5UwFes0fAb1mDUL3zzMhgQIcPO9X6NEhnUHJ7kVtgHo6PyR6I/DHbAxw9HJGMfJkKVUt0R9jsk9E2CqZ/4sQMej/T/cy9LgsBkO81pmp9H8dun+5p1wCtZ6RSd7QS4VLlvr5o0CQX+sT/Z5pQDXzsFX06vFIH4B66qv3swSPj1tdil6/EA3+x25F+4wn/NmU86OQJRR6jiHbqPPWAx4THRQaAC/mZqB0k8HD3lfy/d+y4M+AOFXwkSveBIZqQcaT0Ykb0EWKO5c6HxZdcFAkcJBFdyfhhe8UPmr6VGb1/qhSHvQ/OBMlQYYj/4VbKagCpl7qXaTlBAQZCZY+9kFRQ4VNDLC+NQ9qaW6PVLfeBRdWFafasaPh12PMbcH4q66bijAy80QNCpkJjTT5KhTvAUuTIEj56Q7paM8TjCat2kwAxPIuiKud5rH8Wh6ueJMRZhxTD9SGHLvyEWvAWfHmNSwKBzPfNjAivdYBq/y+h4qQ6YdZjM1c8TEadw+umNxmRwWxtzlp00BY4nH0UsuP2R1XijaQ0hC67+dmim/s0E59vanfyKGPSibSrxV3077OzWlQca1oK/ncryBCcJafl4VJ7SyYTy1dZrSw0Z8PYzI90fdwzi5T2lOVNM42j8icwPjnjYY52Uu5uJRwSeEeuHNC5CNj/aRBlSQFCaftVHEodKbpXUaAdQ4PrlsaofKBlSppcHc+dDUKfwgu6fBgpkTjh+OSaaCsnv7RX1ab36u++NtB+8ZPjxxFPd/1IxWG/9Fvsu749MZyMVxpW6YfXdda+K3HSQlnScml0hIt9/av89fNUN6e1BsWwMmaAQd8XZsZWIjh17Z/DABAueozsL/3HT+t441+YyCw4d8Ts7OGHUB19xRwMGo6MhlxR2zDcgFGmPhM8R8G5gqW9acUq+ELQ+wpnbqTj03KiK2HKyAW6fFWT5FFgFx4e5anFeeHTN02pp4mMDYMaJg+t5VUC3kbfL0IFH8Wz/MtoPG0N5Sg1ry1wtUPY3b749H4qQFZNu3V5aj6XXzhziqQPV6lNSLwOCkWqO1Qh3OQE4aq0fXheuAzOXxZHjnCGogO41ef1NGORncvhezaXS+i09r9ifYCT57fbQ9PFemHmrO7Sx3wq+GBtENv4koHtnvhx3u9UL3A+s4/5cMoe4u06xM4kEZPFUNjKRpttvVsZNNdffwfhLT7JpFQFdSD7w8FdVA4zypdS2LGfCN+aUrOA/eHRginjKU7YVconvkx36yRDw4z9p/Z/hyJmrTTcnsxW2wrpS0ivIEHPR7uxdMSL6eFPytbNFK7gxndXtiq4ATrvbDp1MRJSVFfSIeRwH1Xt1+hWevwfHSumAnDchyNf08i3xry2QuHr/hUQkGXacytrGyOFoMoCTv06qFarWvh3oYCaDyXCWZtZyODo8/85y16IXSm4bDC0lUyE2Jdxe5zYBsbP+NLiq2QAmOktV5zYrgX7aQXg1FY8aHCVUIzpa4N987XDakhmcxRY0e+SFow76Wq4CnVbIirf7Zu9hA/cL7RkFt8PRvbPYrvMHWuEaA19BvcB7CDryumSmNxyphAzaeHu1QukN1x6We+/BLV/QLuc4ET3KH10MGuuBB5JnqnZ568DgsdbX/16Foajf0TkFpm0Qvf/HMJdvNdgpWNGvYYnIcSHyGltaJNB99KNjQ5agW3oVgnBB6Onp0SJFcjk4ZhkYB/whQz2I7OM65I96OcMTZa3IwNTY4NiJKYWSkgY60Vf+aOD6tZvPRXogqK1t56IYFc5+MWnm7w5HH/Gn5Ze3E+FZlefNPdXewBe5xxh1+aPBb8f+Nht0g3W4IsMILgomUGWT4wgRheZb7P8t2wOdMT28qlwBkLZS0HY7LRxx/LOe9KX1bKG7/5ysYsiQO7KVN9wagpp9JxyT1zzB0M7jg1ErgpVTksvIGocaOaIVn4W7grftGfnfEhSYPrKeNZiNQy93f1apWzZBGPnqJwaFPBDnzs1qOBOGLllN/nQRaQJ+juozXdPZUFTHov7qLwHpZuVr3Vvxg8lnIpe106qgD+U7qZ7CIavvGwWuc71gMZhrK7MSBnCC5QOrOh4datA1z2Htg6k57fa9haGAMzabOHmQ5j+kcddDh3vBg2/+iRATAmEuq4NjDGFI1uis9vFgIrg31Jxa3IkC79VrJ5VeBCPlYnu12DNmgD1MN7bgnArGmuiAnkAo0q8pvheFeiH0T4FrcE8ypPPM9AUQ8OhdXWbPW0cEiddz5qKrXwPzesWLE6dD0N0fwWYvKttALT3HesWjCm6EFk4K0/ptGrWGj0O2DXJf793/GjyA7n3s6FMnIipRY7sXUtMKtWn+Hg43vOD2/bTTs9f+/93ksuraSiuIvuPZebP+Dg4Kt4vk3yUi7SfE3/v2t8HLE/M6T8exEHrJPdf5CREpqBIkMKRGUPk6d+zoJhVuzAZFfcMT0C/DDM0JqxK4QXxOaMusBCPQvBzgj0F96y9OKcaXwOPpMydtqFWQsevpsicOg7g0UlX3XW2ABPLIrxABLMDg35/WYXi0ImV9Y69VA2zLjLpIGXhCyp4ZglsVHm137JZs0Pg5xOnlj9/fKKDM1siKF8IhgtnHxp1kCiQ7Cj0U06HCBVlWK/etEERHjHxDNW6F2wZhhySotLzb656SxEhEt+8EXbu23ANcXAjf1ZgN+n/EHseoh6HKiysy12kc+lYjN9xWNheEnGPqKmkcGuh2vU71fgtozE3ODKdFwIdHW2VKL8JR20O9unqPFnATU7Qh6xFhwz//aL5HOMq88pFNwh3BoMIeOzMpBBzRDzbhXAiKTLcRWMpA8JF+z/YH81pIU2bOr1EOQXMeqtyYvT0wzEqhfFYuBDaVvu+Kh4lIvauUX3mzm8ZRB14EihZAg6myrdMJIvIWDskZtDeD0OGqj5jvOKA8jbJ246fp58SFfqVbDSDayePqfzwcFpAcITcSj9q13ILf0xeD1NCT7Am5QtjPdM+7mweDBBUdjPazFkG7kKPESGQhxOMwrOHzfogqr2/xyD8TpCz/bBolVwPP2EXmD28w6MI5XsVy93SwKsp0sSFUQy77zRvuixik5eVESbNMh2/4uc3i1Bp4/9an9eYqBmVcXc82vEDjmufCIq/tqMCvIWza3OSHpCnVasodzdD5sbx6xzofLmSX13uyhaOUjnftXfHNsIqkJPTFC0ClyzB3+VcYKrq1Lkzuo0AgtiboUAMCTp+f5toncairfyr/YD4V3J8ebbiHLwTGScmJ5moc2mtrliChVg887xaM7bDFYKB2ylfjeyiqk0VMnqgO5u0117AjxZCxpOVo6x2Klp+k63A96gPOb01duWoUSF82xLuTQtHupK3o5gQCiamXeSGhCfDpIOuY/6sQ5H369Il92hQYnFnk/q6VAOvq3yy2a0KQc9qTh8rSFPh8VrHDRSgJNBtnGbryQ9DFdOawUfFGwIrUUt4r1UCf6IM6XRUCOrrlMLtR0wApKYOrB8xr4GsSEOk38KgrpeJEYk8DBE52Iz63apB8HsxnsY+A8ilFa1iONKCKZDz+4+cNemOH9uB0sGhbgPl5gGMzGAxOn0v9nAyd2oxZp4bD0Prp3qzXKd1A1zqxbXuRCu1/vPqKgohIkW7O9/ChQhDjmDDPWY2CqDEealQLbe53mT3Mz/bB69v7ou9+LwI1/TdK0lOhSGTQkbPzXyNE/bunOu+TC3MOdvPdwwRU96afm+9eAXQ6O/r+pcYC55MFFlManzr/K+rA0rfAeuHmTQPeAqAOOuj+lgxHb7Lk2CwUo2Dl+kb0o2u1MKmd8czdLAjl9J9NtRg3AtXRI3xDQoVgJZC2kXwhFEXT3zY70tcB56zwv3yaSiHq68DxTE0SWvtzX/KXXy/sHXap3eEIAyHmO7UP6Qjohkq6UOB4MNzXNNf98A2B+pXQO6UlIYgvZK7t3r5uUAq9Z4E9mwU80j7j/Pwk9KW/RVQ2vxiKuqkadMbloMxjXnFNA4NkA4oflCZ0gneJx/tVVwq4/Tq64vCQhK44TUuVs5EgVP3sS8VaKth8cuhllA9G3hZxL1PLiSD2zuHuOTMqkB8uPzz0OBhVVhkNRldGwo9RIlMthgrfD9y5cCwgCAlGfaR7i88DWauhZ0F9RrDFPMSy1eOHrBl63D9lRMMtr0mT0yfCQCFK3LKBOQjlbW2ZJ4jHQWS3SCBxBw+un88mNZkEIs1jn9+8L4kAMZl9oyS2Oojjz7h8ojcIVQatB7NcLgOG+DYKQaAOki6ws/arYhFd0TL2eXUP+B1Msa+cRoDfl6dwsigM4a+uL54J6wF35itHxJko8NtIXziaMRx5Xnr1uPYFjdMFtfxZX2HhBbc0e+dvIrp6bPnF4SOdMKQZd/fKIQSKMhuMLfdIKEz47z57kz4gNTatsK8Ug5bypzJOTCi6+jo78NqLTuCQqVp6+bQWigrenNSgvU+2CVH9OUYE448Td/QqfcHYhcqunBGMJGSrCo4faAKVlXPv1FiokHtw2vXJFAHd+nnZlUk0GAqJOqqf/hQABpeR9YQSgi7lrwSrO5KhXUxf3PdPJDx7XuU6+cYfdbW/eN7USIbUo7+tW7FxUECdCClL9EfHPpAtZbvJMCFezLlnMxw2GsuUedP90VEKz15ZvSxYFBcYfuNMBrkt9qQ4LQzSuf3XuWO2DY79Pk0pcygG40/al5QaiEjCVnsfNo0C71jPnKg+XQGvWpW59P6FoJv7/o5t3KTA3Pd7X+SfVEDFSH/917wQtPY9JkXJlgTfA08vqVtUgtfcoeu+osEoOjP4TTl3OKgHnbacda6E0I8PHrK2BSNbReVdJ69wCOI/ya7VVgFP458nQ24wcuEOz31j3gC2ieo/vAczIE37dUF6BR6FXU1nExptgGMKWmpLHhkg8Vv34E9WAvpqluigFkaADcymkoxvIdATTWyp3CGo/vN3o51XRCie2kN0qyuAo3ST8lkvg9FsEi4Oo0TTsxuepzarELZeLQSPOtPm8upQxGkxIpD3eV793ZEAg1N7VrfdgxEf4wX7rvZuGFOdq1wviQf8jXBHUVpPKLlnoHGYpivDp9Ef+Ptq4Zpmc3QLTVfJFKZn0py9MJxfXEwvWgOUfXFyHn8IyM3SvtWI3A1ft0IjXJliwfFQWv3nN7Q+k7V0+cDFOHhnX491W4sGp78YJhua/sdrfatffS6DWN0nzzWGa+G1BZEoGolFDHYX5oWiq2D482KXUKQt/Hh0i+D2OBAZfcotH6vqhWPGkuIEp3KodEok5Ubh0fEaW/6kW63gfyuHVS44E3SMvyZUrIQjnRBx64MsNL54IaNp/z4dMh/Tv9/qC0dF5Q6amqGtEO7fI+q7lA6ybHbvxPmJqPuRjt0VajPkWxxcEKCvg5HVCEabA+Eo4t9/Rwq22+Hg2BdlfY5ikNe/TSWdISEW8Xs3/tvfAZHXKiWeTBTDFxmVRG0REkqKLHRK/EqGhgMrXs2cieCywL/wLd8ftcjwOYkykaHj24ybvksS3BpgvUf4zx9ZPLgeoG/ZCosaXJRXWtUwy15Er85MRJiXb9UceFpBhJoatCJSAxd6Ls1+Gg1HI0PbNZ/WckF/341C/FAp+NQ4Oo2O+qFH7evXTCl5sLFnra69oQRkv7bGaHX5oVO//Q9f2t8IN6u+hnF2pMGAbqEXRYyAvNlZ6K1Mu8Ap/57wdati2ImxiEhSIiH7vHG0FtkFquJf1aUkS6COVYrb/xYJuQmmHBlm6oKthofq+K1i+HWWPahAh4Su97CZvEpC0CyfaWJ1vhIelny5c1Y+BJVNv/l+yCYCPj8TN1acLIW8kpH7vt+CELbOdLf3EREG4l09eC6VAqPeXc80h2Bk7mi7ZcgfCROXq0+JbJQAZ/RBG2pJEDId1pqZ0ewC4SHUFi1UCqKtTLx6aiTE9UBqWmyFAF+WuTgMBjJh4UkHWzFrCDpvRd3FaxJBUzSj+veHTOgd8VledwxGWosPox9y0Dg3Jvji+iAZdIDy3HaDgJ4fKk0eMKkGvwbtq7pPEZTHnjpZOBaIHA4QHJmFqkEkxUxFvaMWqiV/7+4vDER7ZKI4Vturweps4dWx9looGYHjhkJB6Lr0uZOJUA0y7gerZEczIJnh1vd/DYHo7X/pGr2DDcCYITbA4EGGS68jfwkeIKC/p/UuJxi1wuP87I2jQtnAOug/5cBARPOq8oEVmDyQqJH6UEEuA2szVUJorx/K1JG8wv+lBdJ7cOmL9zMBZ5B1VZbGv6InJ1bmxzohXZKDbfAvzf93H55h0SWhkwZffJqcO+BJlj6j0/US8LlrVRkIJCR97uIXXfMO+Byw8/qdWDEQG1T4baVJ6PTlm2zs+3vhlNdWhtgRZ8A59pNPHAtDyh/yE96z9IKssTqr9n4P2CBmJ1kcCEMSdMluY6M9cNqG45l7hhv0eVTVFdqGoVyMkd26cCOgK/KKctYVoCT0IERIgYAWvrK3GBztglKkbstnTwWJF/Lf0rVJqKPBXyFPKBfe2DnqnKFxAJ4rI/rPsh+yL1yY8TbKg2PMygy2vLQcEQmNPznghzzEyNJZiz1AJ+uocwFnAz9enrJZvBOGxh5dqfI9RgaphqNfMixeQdrdkccW4I9aZw+b+8y1g2gzd1Hsw2wIaMgoEREgof9arlp06pfDv5ABI6qGJQQ6N9lajWKRDfnR+ec6BJhz7ySxFdWA6fT3rjKhEPRJ2y9viYwHfa7EROpyNdx0Gk1lvx6CJv3A9bx6F1wPWYrJE7aFd4niX6tp+lQLrf5bu1IEtby+07IyKeAvxX/kzzEMei+uY3D+ajYcfGXkNmdPATmlpLzS8xgUQX/0tc6zZpg97JoTxZsEIex8E6utYUhVkMDu19AMMnQH+d/9TgSp73PlQSzhqGfVm7rjXAy5v73Zzaqo8Kjq1NnvNzGI76pahptcN5x2EPrKfZgCTpHtTla/iCghPXGgb2837EHuQwmnKdBl1cYwKkhCb27LP9SQzIQjd0r9hxvwUHU+dOKOL+06H9Rnxi5mg//RL2oax/BgEtvP5SGGQcVTSurpidWQli7FliRbDYTHlxWN9wWheoOH4hmqudCtoU8gWeKhoXy1Xm7BD7kclRP+GpgLf1WUk/5XwXmHU/2+cTyprFAqu0i2lBQlyY0kI5XM7JBR2RTJiux1tpGVvfcezzn2npFZFOFbQpIi/c7v3+c613We8zz3/b5fr+v6nM+JfURYqvJ5L7AQijIu0/5uDxiAJ0cuad3jIIPepOBlvBI1P7833772eAB2z4/x+GchEPevLMhWJSG21ZvI3akPfnhWlu7lUes/4dKJ+uskRO4UuT6q1QdLvyxpWTazYK+Z9pH4FRLatQzYtivqh+iRX5Uaa5UgdHGxQ5zKLWNKZVJxh/ugP/HAcSI5D7KTbmHzxUio14t4ILQoBfqGL3+UzqiFb/QtD6JvRCEJhgEayy8dgB3Lfd4mlgunWT0O5XvjUa5v2Lz+4174zBGPyQnKgk/5u1XO20TkM5rwynlvGD4ovE16w1sIbGvfTciCWBQ7Lyu+KEcB6db2ZclcCviyr41H2cahvv7Ed1xjrZDZ+5SiPPkCzOm+i7jexaLGPsuLgtPd8N5GJtUhjwK6UOrvdJOIPB/mb/Lq94BXmkRIJE0LzNuuJwW9IiIpx5spDsfIUO12Snf+TD00fV3qGsZQc5g5K49ZeAgaHNM4N+JKgAeTUck6SkBlVmUfOreGYJfvyKxtbxXgVxgHpOXw6PHcrFT17yHI8urWXVqoBuOfTrc/S+ORqM6zO6xCwzB21TUuUbMaTPl/WRm9w6HoxH92KzbtUMc9wzQrXA9GHk45gs44lCMovzV2rATO/ImIEs6tACxzViRndygaC2w6s0TN4dE3tJ1+t1KB+7yl6dVtHFriYcwtOTBA9cMN7xo/Akzibhgdp3Lp2zSr8+GdwyAfFWDxeDsJLpG0ZKODscjfOS96pGkYXsmZXco4mQrr5/ei1ohYtHt1gCmSJRROihKSvw00Q4NQpQhWKg5tYcFU3XwImB6P+je8zAKHJ1pTMo4EhMvATscIh4HQ3yPBKjTNwLU0ybGPPw55x9+X3+hFUBaZ6zgSQ4EDTyKMCRaxCBRxrcwq7SBYTfwSd9APrpy2yrA3wCH8j3PKBww7QHfpwNJMdCa4eTWqynHhUSoD48xdkT64mQTXD9/OhJEflwK4pUio+9ZqOW1dH/goWBgJETOhQd7d1ev/c437zZ9IzDD4PE5QG6Gtgevc+oyfV7GodnHa9PlTHNReP+rI+a8QSi8G93PwxSLh8xVdFKduGDLPcTxhQAEbBZ1BtcNEdO6z5bFDFmWwrydD9Xo9BTz0HgsWUz3lpD/ufcflfDDnTVl3TSgC8OycE9ULQ/r/SXztE80FSitbru2rIvB/Xi9VRwlD4jc+M1rb9oL/gKs513opZCmSF+l/EdG7S8+W77j1wofPR9+EfC6D/msyjrBDRJaUuWOtv3rgrvKRf7LjZTCwj/XHag8RmRGmMcIbPSDg1GeNKSkF+j/HihK6iCj3RFfxJfIg+L9j3nL+3gjc9YwahY+J6JVk4vczYYMwG0Ar9nyxESpfCP5nWkxES2Gmj6fpe+D5quWaOk0VnItKw9maEpHEYhw+WSoLNAKuPG+RSweaHzLOoVSedPw12UpOyYY8TllGE1nqeoJOToFYOHplKDHr798NU/jWfdFBkeCYX8H/4gQRFa5EqgprdIOzZ+jZT15B8N27VcXgF7VftivXPltmwDxDcPcw1esDrpg9TVKMQK0lorPJPelwacvANf9rI2xzDDBTPlP9hd05RFOnGrxmpPkXd9LhpH/6131G4ajevqk7P6gXnrwrHM0UfAOli8beijQktKr51iSjvxe483g+rvslAHMWrLRwkpDhDVPchaAWmIz9u7Er2Qz1XZNPZIww6Dm5+nF/RAtojg5cPByaAhmZl7DdZhhU52NsvL02BNjW8seOV3OhUMt4sFQVj7o004zFJ6lzk3aM0Hs9G7y+Hghx8cSj6329W7+DE2Byx+maRFAjpPZKcpgnRCPtJItN9ZgeqBhp29w5WgVsx37u6ScT0T3bHLlgUQJcjb0ibGVQAVnZvjjWjhgUyC/11NYPC6OqtXjzgnJ4+Fp5avp6LOp55R7TTOkH3Oo4Cw+dMyz9G2LxNKD6uOcBfwFlPNhctoEpj0qQ/C2RFb0/FpU4hKktCw+D3T/3Wi/nKjD21B59MIRD7xrwRUGVbWCtcZXfmb4BAjYfXb68gUVfS0pSI9zaoAobftu+rhHevTOQzadg0bdNq9N3ltqAqRCr5BLdAATxvsY8dhyqZ/TLckkig+Q3ena9knSoe2UyrPMzFvUvhF2kU2oBR70Q5ci9dDhwegv/UwSDPHReC+YLkUEnxvo+K30mWIlPe86nxKI8ocqms9ZkiHuo0ndCPAsmo0MLyb2x6JBa+fdz/yGQ6WHvX4t7C3QesmHcnrEIc/GWg7p+FbSffNa2lt8IpixaOt+/hKGsR2dXPpoOwznR7MJq91IY+CjW0muMQ2ZtsXlCUtR1j95bvOWlgPUdrndtxKG0F3/bcty74c6JdrL8eBZM7ayv/GEhomSXZ8+GBNuBJgUR6NQaoWROCy0o4dBpGz+aIyKtgOF0dv26XgQHFQPm8YMYRHiUzXtuuRpY9RRoTN1q4Xmg5NGg9HC0KiSiv75EARMmaTIjsRoeS5/kevwlDs2kSvdu97dA6MPU2drYRpiXeW/PGItBd765Hyb+7IPXBr/QKKqDnvCax4+pXHck9rZOyGAjcI07RCJIB5XLxR7NgtGoKWX5Z49IJ3w6PUNOpPb79Wy69LxMPBLw+9MrKdsOj+rbuK8alILPwbtiyto4NHXRJVMxugLUkoxr6GYJUORkSPNJKQxJLhf9mzUfgWTVT970ZWRgrqliuB6DQZFRtMKsXb3wr4NU9TMfwZWUN/68HCQ0jTsl7n/EGj6wNt57bh4FxvgbW2RRDFIJlC49I90N6ayRF4WJcWBv+Tmlc5mAIOqGl2vlEFyaKdRtuZwM+62a+dJa8Eju24TKpP8QnCRKCYleSoVh0aG7XyQJiKXF5EPYBIIsyzJ19dpK6DSlfxhuH4u6POF05NdqOPkoQUUxoQY4FpQIFzPC0XH6Q/VFrNXge1Hj6/jxWjhy7w7hg1w4ihGT9xa5lg9OiZj0KEcCsCgJnn+oS+XG0P24E5UFYLS7ne17OR6MJFJdvLio52AnJoddGoSYZo5H9/oLQHTfhYFfl4ho3wOX5fKEEqAsxaZGPMqHK3R/G46SQ5Fdfmxf1P4hGDjWnJMuUAKly5yUYmYikumxsuNs7AIzImsHTXUVqLurHK3LJKAWg5nUlfJeqOkT+FlZQYCNcueZ3CMkdHOKzWUksw7ej6UdKjAsgSiZMJtowUh01HLBsol6PqzMM++PZudD52rKn5PnCOgIe/Usrz0Z3hSqCfEdJwBPGo/LncFYxECgFfiU1QZciyo8Pm0IHJUfx5R8waKXYP8u898gDBJeylYqJsAfEhYusVH3Odn2oySEOsf9e6eXOUvhoandmhM/AR2s+48z5zn1e6PTzjOdLYGFy9x/5hUI6P1PivDBgiEIt1N7FKhaAsEcbA5c43jEwqeelD1LAd5PDSd9U6l51Tm/MP8hDr0cfOaVavkWBnC2WXPTZPigOcyelxmBHF9hGjd20+BEEElGoYkMnk4NzpGKkYhplMvoSm4pvOdlG3BtroXdEnOxbEoouhDRc3Y8oxeGRqctKEIZED245PKZiYSEF5PYtgfLwe23kF8h1T+uH233LmcNQ2iZntVMsBIaYlLa4G41sMks9Ei7hiEumwMPRvLJkCxzxO8qby1cfrOm67wvDvFb33971roNcFnt+yO+5IOR95ncmGosOpa2XH9HZxAoPyNXxA83wNv2xzsbC0T033Rjm3nsIAQOiL+9wN8Aka6B8XeyiWg7X3ot1qQFEnaskgQNy0FWe11P+BoGHTnJ6Z5B3wKud39MLmSWwSNtvdz0vTjUdMhXmv5BC6zYaov+lakA67WILI2rGBT/VGKfJ/8gcOXeShetQzBf7eM3zExCw4XfLe/MD4DVhadmKxYIvCdSjCwkqOfw+ZaQv3kL3OrAG128QeWHFHOx29cxyPNlf9sGlWuVfzCmH16vB0uHIrX633Go/TK6wszSCi+ZiA2LClnQLKBSfaMJg84X327/yDkA6f1k3MunWCCyYQNOUPNnt48p4uzzATji2x6rxRwHRWkYZTMVEsKlxQRv8fYDd+BC2YH5Wpj+jpFq16XO2avhFrdTW8G/mdZHiKEJluNcdOTEsOjm0kxKmRMFUNAPukrmdDBUmSxsj6buR1zBsFm4DhYaBW3GXuUA7/Z/4nMTEUhd4VWeuHEd9C1TprqC8gD73eO353YEYsZqB3JTeTrucn158E8Ejxu8tLxTw9H95dnBPycpcOXY9wSOv0nQ3neyXv5+HKr9aiSjAINg8aTOT2a6CP6J81zw/ElEg5cQd7BxKVzMa/WfHswGmXLLIwnNoejOUZvP6lLdUMBUIz9pVQpeZ5xi65cI6O+hmICec/HQe9884YdnA2RYfjGBrWjUYRybc721CyTt9RIW4mugh1Cxs51LQPPqEgctbKrBz5C+r9bHGbYY3zIeexiOOEzadttnW+GiFeYx8xwB7PtWnrfoY9HnwUdTEZOtoLPvhZ3QMSyEecR9KLqPRVqhQx7N0m1ga6gaezssDk6rN9q0Y7Fodp2NVu4CBQTxbjqz1HxWNNh+fc0yDoFf5KRRUjGYOm2WZEXXwfP1tlJXKq8etvf4OLFUCHq8DgsfJeuhxc4hgbIZii5RHM64y1CAtNGnk0idz2Uoju+edRzSs30VBDNkuCzjcWdMnwyvXYUJcoJxSPP85Ie1iS7wWXv69dbDUkD8WntdVQTEvp4yxcXVDZqJNUmnM0rg1Ls/T3ynqPnf7/L1S00X1XfUL+9YlkBlx8qk/FsCenrFaUanrgRGV/5dffurDn7ncHN+pZ4/qeFizu+kPNjoHaLoJyHQkORTpKP2rxM/m9TBjVYYFKDlqhtshmKjONVWaywKkxf3uX6cOr9/hBtM+tVC1i+GZ9/ehqMDKJNYmpYBdDV2lp20tVCwPotMRCJQqv3bte25HnhXc6ZzproQap2VpAcpRGSwn691/9YgaNYE3NpdR9CRvZ21xU9EfAmXBsZiMkA0zPnPyRIcmGJnlrjORaA84xKLCP4S8P7j897jKwJOu78Bm52hSPZEW9W96mFgLTu+7yypGs57lvLpZmGRwXSpUUp4I8xwa/dbTlXB/ehbD8O2olCyg9XL4HkEC2Y5p/iZG2Ad63rku1Ms8tXjEzfkIgNun2RzWkUD2MwESB8hxiKXHrnO7K02ENZJC26oyoCinNqW7/w4tJmcJdw32gpHQjw2f/M2UD1UYsbvDhZtrM6UD8lTIFeTZtRqIRNqbqi9+2FH9TKpez8HHzQB3+xrhrzxKsAJcr3iDIhGbP5ctmZTJXB8IvRkt24T0JYMjfNQ76WEYb+kRWwJdCj9ff9JoxGYNj51B1PnoCg3y+lVQjGI59Jqf2FqgqT49YQ2ar095P56fKS7Dy7JZiZJ5qRA94a8Y44WCbHpDzzb5usH+5eYEU3zNPi3lHjpLzU3KJjbLzFXusD54lNtNZYWSD4hijujR0D6OzNLxkJlUPxChelqfD6c1ienFveEooSQZ8b/f2+Ib63jtVsej6Fpi6VYWSkSVZ3Ef/yvsh5kh2eDfKkqpXHMOYC3OxI9GEv+Wp/dAdzslQH0s9XQk7evveQOHn3mpkxrSmfCfyKigiur1HtYKVcW3ghHEyz2Ub+6qL7fFiWkNR8JK2PtF+tJeLRpfv+r/HgfHBYIS54nl0Puw6MWotokRLOX46/1XyKMPmy/iSrJIDZyb6xcPho9ejRisJ1AAbafx9Uebb4F8bM3uiyK4lDDj9LkqUUKMJldZNSXSodjxg46nxfikJ9FYg6dRyuwPPCb7j3RCEXGhy+nMGCR+nyUpaBYKxgufvwz+qsRxpJbC3mGMYjVjOvcnSXqPrcZtGT+IHA2uGisYohHiw59Z5l34kHptUmcniMOvn5qVvVqjkYjupmvZfz7gUtINN01sg4S9Nc/5RuSUOk5tSdd77rhBJ7hM6H6CbQX3Fs9pUJEzPlfaQprq+HYkvsbH1McLKnyVK+Fh6NDtHKCx4lDsJ3swRQ0lQO7N5eE6mgIqPQjjplLvhsi3Xa1fai5pF30/fPUKgGJzfQyfavsh5sldXddzClQ6+Lw3xrVX6qP1JzlyB+E6RZll9itBjj56tOToRAiGs/49U7TdhAa+LPShDkawdu68aHtMBEF0Jx7dmBqEJqmxf8YrjYA256C+fNbRPSZN33uuRACkmdkaLRENdCL1O/Kv4tBkvp1vjq3W2Fj8mDPuYBqGNT850L4ikG17McCCykUOOzL55B+shg46YjR9j1xiGb30A3ioWz42GbOysJIAfezsNGtH45Ota4+8l7OggLJSda7shlQXer7vtg8HFk9VDTr6c0B4aKEMyZRbyH1qui65EQYsmUe/fpCOAeM31wKy1+m1tdd64U7B8LRzV6Mua1eJtyPmYn4LpYB8V709vEL4ajCyMNB7GkHLIkpXEtxjwe3irjQBhE84slQloo+0A/We78NtUk+YKnm9GdAh4R8RIL2ZFTjAVP9H+dZ9SJg/fMw5OpaNMJhNRL6OwigMffoz03VYvDs3hs9lhSD4LKDgbZAJ7CVmSfIU/Pz//+vOZiOR746+SV6U41wkWNiZ2EvCfomeAn/SUQjfpW+PjexcrAmpP48NoZgXLfmmMVqKNKXkmTTlSwDK5WgZ2dKEHz949Pl1BuKnq17dF2s64cnx5xKVc+0AHuDpn4P9X5LupPvfw9vADPlmuiWU6lQGM8R+uJuFNpX6KK9KdIAH77dy0rDpcNGS7xK7NEoJDx2ijM8tB74mH+/MWlMBZqllN1/hZFImcGt8pprPwwcVr5kmF8CJov3NUOodZvVC2S5P31QZ34y/pJsCVQXPuuaoXJLaOOVCTvfPpBY/+e2faIE5FWnx4yUSKhVOMNhzaoRWISZyi/ppYJHxN96npko5DggpehxsBtMZDWH9iKoPJIY7SM5SECfn8UIeip3wYSoKI3OjWog35o+rWpMQKQYxXD/hHqwS88TmsUXA2wIpHHXRqIN5dnr3TUd4LhZhNORwUP2tXhaJWM8ej5s6kZ5Pwh28vvVvt8mg3TJclKWJhERT8oElH3qgNuWDl8GXUlQIWi0cuE5HiHb8yK9XpkwxxFU4DUYB/odspxN78PR+wGhVwU9TdAQfCDOZgaBb97Vmzp90Wi66Y6iy2oTOHZ+TynUQWD0KOHFj8/RyHTFmX5xcgjiNK5YLHbVgtKqyoN5dzySvUR0zqAZhrqqlH1PVmqgi46kO3gajyTy7MpbRZrgVKfEAdqHCJSs+YZmzKLR2nvWOh6zTnDtfKiks9AEVZ87Zfy68GiLZ1SB6S4BbsypVZByS6D+AYfWo4YY1LQRaXil6C1ISOYPB1H3xfqWBW/9OgI1Gj+trqKeb7279ZtesQpY5HacOHIiEkk50EmcX66DB5bkXHGDctg3lew1oRWJpCddlWdr2iGNBAqiAgg2kv0waXk4xHt/cnBznAIfQ3re6udXgeHv6OKdyTiUvnokX/9KK6yVX2qRty6h5qVGrPwMBpnSs9acNkBgyh6XW38uEc7JZNqbMceiR/vPUQywbcAu/341raMKjpglZCVNYBFrmORWTXEbHNi8IsdVU0mtiya+w6tYdFa55XCbXw006NQq2liRQUSyVa7sezh6NLmslONDhuji5CNmt0rgeaKhidVsLKK7p6Z5tqofBKvGyQFbwRD6XWR8ldoXjIGH3Zi8+gGZDjwbw/sCBWvv+YZazwGtM7nOW/3w8np206sMX9BNXJW4TZ2PTS/qg4QtyVAwtE/WxbAUDvKrZ+C6Y9HsXjVec6oW8uoO332eUw4jd6LrHYoiEM2vleEz72ohNXCVf7qjAvIVnJsW8yKQVCVdl935fvj4894Hg6YsuOHMnfdPj4T+uXnMvWMZhFHOSL+rl3NBTCvyDIWLhJTmfR+Adi+sjad5/MdcA0R9lfn5b0TExZleiy/oBR/P3WLhX9Wwn8fK3oSFhCoeNARWcXaDPTMr64xVGmzSJDxWpXKg7r68i8sVFZBsqxRUPBcCh0kD73Nuh6HLxAu1a/0J8J1WIfJ8RB7srJ76uv46GtGVyU0xh3XDBVvcyfYXleB96PNLYW4iuiBStDfO2wZ5jfhonD4FBhTPWs6/wiKOR000oj/IECRid6Ka/RW8vSGQcvJSHErBNuYSP3XChU29nnm3CHh5+ZB0Ix8B/YSdvHj7bojbEAh565IKOfP0Gh/picj23/iGLZ7qxX80unv/koCwjfHhOEhAxiq5JFqhfnifYLbZ3UOCBVpGlv+/F+v4NcoB8Yv9EHrQ9mISHR6em350vKJPzT0NtRMixH5g/fykQd2FCH5GpeJJ1Pu9mtLCpRhYAy3d5vzeVlhIcLTp2VsLR0OsKTt6VTXQlGjGoC/bDNdmfBNDDkcgifnm3C3GBnB+bcSw4h4DzlMhuhr/IhHuRbXcghU1f3quJuwIY4Gd1X6fCzESdYUwvnugUQ/n92MORLZEwvyWpUpPCJV/hMns7dAHr1odb+8WlYK3S2pMuQwJjbTvkvLy+yAr4pzQVZFSyHlxX83rFgnRrygfzhTrAgfVyP1mY2UgaGzTPKFJQLy7bTjC/i7gCatW+vuO2qfGJGuTiwQkEie6e6vEDvg+WZa9OFAJr0ZuPTnGi0FwXOqthiAC4Uevh3yO1sDoh4+qhJEYtBOidaMcQ4YN5+9nkznJYG11vE59NRaJ15WK1wSSAeNyXbMsgAzFrStnKfOxqGjW287XkOohFbb/iqhzh05y5+OD1ljUhH1Vo/WyDcRfrGNZXmDB2CZZpaoLi6QTjrWpRbWBRkRd1VPpWNh8admh8A6Ljj4teRJQ3Qa8mxmfQ+oI0Bghty/zBxbdFzAN46DyiekXi62pUSwY/h2f/EXt0++n+n9NGo0AjXF622ebHJBn0jF2J2JQc7DdLHt0L2CYmL+nteWBoy5KfXqA2i+HL1/79t9bOJXqPtP1qxm6Tn81LHgagQo8xiODf/dDhAdeqOpgDHhNf5w4TO3r7tFwB0+TfvBLPXHz8nAsjFZ6P2Og1skrl/vbgVLV4FhuuuAvHQIMZknHedXD0RWpFh5pTBU0Bg1Eh275wlKoDzGZJhxtbSZtWVIegfpaxGDtONWbj8gftTtNzT03uufcGT0gbu96Zzy7FtL/NNJ2ZxMRtnFzPLerDZhfuN77b4cMMkqGVSX7cKiyxd2ykVgC+ooVnrRNqfC57+kBaSrnN3f9E9W/SYb5EeyCBjkUlBb1Ne5UxyIhuSds1vt6oWN44eeWXx0o1XmEvxggor0olU4WKo8xx09YCVzIA/IZlfXs0Rj044L5XM5SO7jGCqbMb9ZC56fz2sd7cSjxFHG4zbEP2HNazrq/jINlyl5a4nUq55xu++ronAOix+WdBvhbgPbLJlPdWhjqybo2Yt7aD3/+2zeXWNIEYWkFGtbU+5qRo32ygh8G/A/mqSihUtgnfL305BIWtVvmB/Uo9IFFGJNG6vcSSFKVm2ej1n/Gj9LwxkuDcKFtbuIalgTM969Ol+8REaHieLxnWCewbND6euhWwD+f7eC+BTy6VNJ5ded6L9xa/nRHba0BjLjxIuJLVH/8t3YvVakDYgVuXHkq2wCv6tnT+hnwaGFuSeX0j04IuPTSVaK0Ag6f4XxIEiOg9P7QsOakZvCrZyMJlWdCc7ngzEOTGNRPz/hwNmQArBTzRWYJFFgt79ayBxK6tXN6oqy4BMRrheg+fqgFvpO6j2+gUMQ+6ZyaSqkGK6zosxP9MYDjDXR7EBOOBLHjvaiiCu4eyHz4oL4BHPYHxXYdCUdmuUTxrLpqcM7sfhvW3wAsDSwWjyPC0V+BX2EXWTvg1OUi52vGcaD19vbe0iIOaYb3Cx9e7YC2aL4vA9S5v19Mv0zQD49eKw0q/1FpggfEcnVt3VQ4oNHO0uISjVKfXUosyiuDJrVn0tp0VUDz3Szh42Qo2r29MH1UswuSBvsSGOPJEMetmkS0IKDwP+HzyUpDYEI+X/qkLRU6Xrp0380gIBp/9+U6qWIoeC/YnnehEYxVd847vA9FTzr9tsUmsuDdPKZWKSkXnpmZilRbhyPL5fws88ockHpEOUkLOTB39+Yu84cwVE7/zVb5Jx7oRUsGv5iWQ2/f3605ah1a7dAlH5cbAKnjI81L34KBPkVOEm6TEF2HzqJL1ACwC+2mWSxEwKj1l+U7ilTOjPWunjFtgetDamblDJXwX1GYIbcCBp2Z0XaOr2+B7PO9ykGHyqCwndFmLACDforTHVzuQmCQFOtoeKgFZjmQmKNZLDr1fHGH/WY7qD7R37dxyRnsDi6PxRnhkOkLzNneTy1AeWwVk0RoBkExCV/tFAxSoJBGLp5tAYFZPUrUwht4ZLkZUMqJQaWXXZW+0/ZClCPbRNlcLkgynFddHSQi3/jkXlqDBohSiO9+jnKBZxBbanE+Cn2NzAyl7euE9du5H02OloHZgI+b4VEC2s2dP/tJrgTccCx/03drQPZvxpvp9lAkn+txaNixC3pf8N9psaiA47XcNRGeBHSc46UJ89ggxKdcsk8vLIX4akc35ztEtPI56tNLbDtgb4uoHCwqBvW5imaDWBzyNFuQz7apgfd7NAJYj0z4e+vMLvN8OMJWqNYeSG2HsBdaBzQ6S8Bi95q5eDwOLZ5fNdsf3gti9zXVeTWr4KNYWBwLLQl5JDJwl6EakL4mnU/iiAa6A28amdkiENeKcj3HXwpMXi05YNRGhuM/r1DObsWhOVd0Y4mtFZqsOCucxCPhVF2XwggZgxxdorla6xNAi02svqyuHoqep9UzRUYjsbQbm8vkfij7qMpdeC8BlsILd3ypefKib7aAZw2B1iGha+SXCBgHjnK/8YpF5+72af4THgDWxE2DoaIkUOk+l+R/h4Tm2mk0PvO1g5pszbGteySwu/L0w8PrOMTsw/wqMq8bogRyB1tf1UB812fM9bNENOWydblIsBsGfm8O8p2uAWPbcU6+eQKyVlEj8Z5Ih4ZIAeKr9ibgrY3vrrwUiW4vtjwVP90DJ+J/u0Wdr4XbTs8a39gTUdaXdIXI1m4oqOkT5A1JgQ8vuo4cvUpE4h/uRfhMdUAYUWLCdyQJ0tTb3Apc8cjWQMv23nAFOHEffLhfJBfu1Ev2rOqHIZ7OD3yXzQdBO+KK315CExxy3HLgnySilIULO+HCg2BbetFGi7ofs6iWHhcGEgoXaTH4IJUL9p++SKsKplF9cNmmH4Whw6+Vv+072gs850MHGbyyoE01w+TKGBGdJJMG7ksOwFYueXvoHwUk8b8Vm7RJaCtE+X4MAwJu4YSyhJ+VEDn1ueNBUQxqiZIra2fKB8WFA0Fe2FQozZkdYTcNQ3b6cb1yJu3wZ/QFYfpkM8iYC/Gp2eNQ0OwXTHs5AmN0ojWyMwVS+EIFa7VjkZiYmlukYh/ETgcu8u4rAtW9OxUu1PyXHvwr1GbRB0tXj3Q/kSuA5aDlWbprJFR+q1ixl7YPLha06Q/TlcBU8cUnLiIkdO+Z67CdE4KYS4VfRlpL4UyIbZTjqVjkfE27dSyhHdiCbV1P36yEVkXNqSA8Dn1s+30OPlQAq8Hg93y7ElAuXyNyGoch7XefdDSXa8EmhP3w1d5KIJlJbTytikCxnHl5F1/XQbHND57S15VQfWZWuv9oJGIZmBhd7q0HNfrsr+5J1BxOG51/8j4SBfJvftYLQMDPWtN9+m4lLLLVu7NKxCLGehsrheh2+FUoohSMSiE4dOHj20gcmltYezQ3Wg1+biazna/zoWoucNeaFI66bHxtsPJkuKvCW+ku8QronWeUCMWxaG69O/HJaBsEFoRW3NKjAG8XS7M9PQ7VTKWUYnoTweHVi9X91lQvPjV0uEclGonfvllWV5kIJWIjXu/VasDuWHnqoHo0wvMmm6u6dwNDRQ7XSBsFDE1kpFtZiOhi1dY/O4FB8Kw96tL7pQF8aEQPOx0mIRNvweGuiAY4MCyYzUWhepbp3zt096LQfTePfze5W8H19X7lZwZlcMwt6aRcBwb98esrbNavgudpNSb/VTqAp8YzxdNLYag/S+HD7x0KPJDSa7VLqwDsoXUL459xSJDowb/WXQPs1k8te7YqIDr3NQrhiED6tVy0HtdrwUzcLedTeCU86/Bf19GPQE24+0o/7MohicOcLJtNgSj9u17ffoeiXL4fa5T5Prj7qeTqKfc46NoI3vGk5gAuMBcUysug00Ei8rcSBbLzBbwYp0MRpv9Z80TPILC4y8osVeBAANe/4WlKRB+cMV3sSQ2QKlj86FQEBQ5RqJ80jkJpDzlSg6k8LPfev+ldRQLYHFOrf0Pl4UduDQ+9qXx7DquuZnMBwV+6lpsPqXz7spHjtFhWHcSnFRkN3kyD9z+7jMiCkUhgeZ9m3bU34DEtJUNZqgGO0biDxE9R6DbBcMRJsRl4Hq6l+deRQCZdPQl4Y5Bin+KRG84dIOiy4V3sjOD5Ed21aTE8ou3actjR6oWEqr3aRPVmaB5i03Wg+iB//iRGIIACDvdm73H/RaD67YxJQGIc2hJgfzoT3QrvvrQ7SxrgQCRv8K0vLxbphptOhkRVwub8544rEinw94Jl809iGJLG6+x1U+cU+TRr1f0yP3hs2LQ5Tp1T0WIfRknkEjCr/bao7V0JAig6o7I5FJVOxA64TQ3CTSbuKC3LWmC+htucVCMivgfWjUaDHXCdh1tkxLMcglGawNnHePTD8Mlthr9dcPmyoFLYgyxw0gww1OohoE6N8ZeBgU9g8PAMz4esIsgcDNgzOopBk93f1k16e+DFmd/TOrcqwRePD4upJaKI9nWfz8p9UMS2JKde9BrKXouWCcqSkPXDa/QO1S/ArbBNIdiwGFwk3HJTm+OQv6xE8exYH5TQfruRUJIPv171uJ+k5l46o9pjsclOkIwbaBHryACGzPKGBi4CCnvwtADxJcBkeeCZJSoP09XcxeVURiO3nXQvilQ2UBSf/ZO70QxTHX3cHBrhaFEh4ift4hAcKEzfUaZ6ktFj0UoJUzyailOfeGPfCSE8cko8f0thXeCaE8MQHt3f6FKsMK2EiCiMpaiCAziuW/ywex2GDiYL5u2KZMEVO81nYRg84Jtm/C3fhCOj84tbjF8zQUWhYVJ6nARzIuZfHpWGoz/GyfbMUSlAilArbjpcD8kP7YIWtKIQpu2B9oOyDtg4JCXDypwFA/0/mz/r41F6uIDLdbUOmO3SZ+6+kQ1ZGbyHipjxKGPKvn3lfjXIvqqR+qTVDLcqK3PbjMIRexOGLCrbDm3p7WHesRRopW74ujYO/fHJhfEJBDlyzIVFa77A2M/gRLaPRbQXMxbOt9iCcbvambbZati7a3k/4xQG3bhPObgTWAdq9ffjDbqL4Hq5c/8iayRSUrW5vjTtC0evCj7v2X4L+K6p8f35cSg2WdU+pKcL9rgbzzrmV4OproO3ehEBpXVIiskatYDW+lvjkmkKBEytZJTIYdA/w98+Nj4t0GH7RMfVjgLzY65pL+9j0Cj/9lhXVQtYqfpEbNp7AJPuBeM7vhhkc07sVQK2BV5dYZiY3A6A57lZZoHWGNSvp3Mp5vAIVAwBpflYI7BzMrtvH8YiOrvTNEqBCKJGhSy3//+c+DdPpUpqztfRTvKvxrQDTZqmbv8fAqztph94F4VD5/SqNBUUBoHj+1b+zzMZsH06VP+/X/+vWx4pOcZBaOYvVuD58xYaQ6TXy3hJqPdtXcXe60E4dtFleQCbBfPZ7FXVpUR07GaZwhvmXtDgcpvfWcqHqO/q56dGiej4uiRL1/1mYH56gPHkRhVYn391+6J4DJKzETHu3F8IL9TPrPI34CG/zphbmTUM3Sf+kl/oHwAhB/mhDwMIIg9xEbykSKgeL142sToMzmljrdN8OeA3dN64VxGLLniX7qcZ64YUnY9aZ6ncqFyY/0dehYjEOAfVzHPJcPMkU6FaHQXobx5Xz9uLRddYrJuenyMDq5mkX9w8BWSDxr9KZcWiUu7xaCmhLujIJN/mxBHgYUkJN5s61b/EiqtTH7VBwm/u+4zVXoBOxlTp1WKR2SBBKWSOun5cf3eg0B16+YWODRzFobDEG3xv9ncBElGkp+DiYaBBIcjiIgFlT4TfOtjRC2mG5v8Y2EuBvmkU789OQoZfKhd+UwbhrpUVe8E7BHkZtjMGVE4TE+4s8OkehDvaugvcTxEw5P93/o45EQ2nCUCPUj94h/0pvReVB/2pQjV7+iT0ZiN/WG+sFyRsSlPqRcvgW2pxwX4eEmpuPiHBc7IQIg/fGPpbVwOfrjmGrjOFoQfRB00vaGeDEWNQk3trHHw879xopBSOCtqPxq2wZADsf4353dYAhxL25783j0CZnNxtYwxF0LAmZZui3gBfOvKX7NdD0coD3+svlNvB8dGvnpJrDYCNTAqmMcAhZ2PTEMlk6vwq2JF5cocMhlxrWZZEImI6+24kqA/BzMV5q+SsTNB9bB+yZxGLROD237j0Sgga95zwyn4OCwpTZh9SwtBXsbEjF+/0QHZgXIBKJdVDD2levOBPRPJu9tkXUrrh7t2tFAXfelA50WopJExE6XZ+X7P0h6A5lDe/fr0EdDW23a75EtDlMz3fmbYzITk33/YFdxYwufW2GBeGo7kmm9A6xWwYsHi+thyUDS1fpZbTVMORaynZK9QnE1Z9fjOpSOWACwvxTud4OPp0qsTe4PcAMIlUnAiTDYdTXZZ0S4JUDmy9cqovvhdyCU/cex5WAoaycPMOPQkd3y9f3n2hH7QoribyqsFwmdlo6wz1vgwOemU9dOqHQz7ZIqo2EdAMnHEvDElomzblzfmhQRgs5b/gerQBPgVzNUvqE9FjjoEvxwsG4Rb8Xr52rx4wvMfGSK+JKC3xsvHm5CAQzo3oTP2og/oHFadjbhFRrNkVjbozxTBicvr2V78ayKLwWuhNhKKtK3kCwROF0LottdiAqmHeuDvywVYoktStKf1sOgi/rQ8dWVQvg/wPhAnTKSLSrJXkyU1tgmhlmq2soWZ4tiRRcq4kGrHfLRjkCaqGAz8+cNHWE+G93ivjEedwZKHIefanSzOYPz9ulLaEIMXUZ+K/6zEo/QJRVORbH4y6Kf1zZiZD+YEmNcxdEhqlCfb6yTwEGaeYlLdLGyAs2M05d4eAPE5d/nJXsh0sitS2fKsq4f3huDs/1Kj9pfW4nuEjgoPyz5WkTEohK6TOVdwxFrFyZSh+YxoCcSUmV2uXepBltrRd2iMgCoPOJ8/bPXCl3o0nLZgMxbXw7oEfEQVPbm1R3nVD1rw2zxklan0GqUfzUHPjx/ZM5daFYZj/fbE3e7kCbNvPYcNqcWjDgULkuNgFyhFih6SZ34Djfc+J+nsEJP7r/vuTS0Nwztdk4349BZgU934UGOLRJxovP4G9eODzta8NwHsBYamZPaspGsk7rMv+CBqGwXfzVu5KlXBNKeJqMCMO/TwaJDjEOAKX0kJ2CNzlQC+0cG+WFYt+0dem76V1gvXy6PVnJykQyPvrQdlPPKoaVb29QeXg/d6eUgIir+GWpVeNTmQUaqx53a96rgUU5uj0PYYb4GxY+pYMNwbd4X2vVzDVC4/VNHy/HKyGuqc+XhHUPM8tiax0bByi/q7ND4dOloLTs9kPtOV4tE8u/XzdXAuIFf3WPfEiA26/PkDf/QaDOsTZfkfQ5gDOf+3MMa4y+Jd6cKSbORxFTAyIzll1Q8RtHyPRU2RgC9tXXHGQyu31bpo6pG7g5To+/DKWDHUMX5acBIjI//BFdmnDFsjb0grgnSDD2VN0P9avYFBF2dSy4LVkWH1Lk2vfR4Y3us9//JcWhaIK55b7qlsgOWJh5fJqOEjfo2dm8cMgGpzBzvJdqt/Gl779ro8FlSyFjNcWEShG2X3prF4VEPKuLiQr1cCyzEuVZ1/C0JhrTIFIQjc8d+IPuJNcDTdPvIt6eoaI0HVabk1PElxo0lmVcyoHbCoLx5JIDHrAEcfiQxiCC+3ep7q17aAw3UL5634CutO0v6ggLg32ZqvF8Zw2wLcyMfrAmcoJv0886dYbgkjVlYI3F1vAKPECZtiPgE67W47e4BqAxfCRYbm4BhDp+jLCeI+E6k4dyQkNqYA2H1umvrt2sP/bXdXPimGIQ4Wp+SxtCXT/zlOuPZYJTGdFXP7/PENk7Tt23TftgH/18qfrlSoo7FFOViXiUEJW5sL9xwhKVnl1GCao/Gv47W4MTyzalDtxegwNwY/VGcV3T4vBxEwmazEfj850HpRW9UCwn5kz6NONKuhgn3kXLRCLTJq5LK5cG4DrjNoBPCqpIK3A9/SdFglVnZiyW7rfBfY0onIzB8nw8fDbNsZHBNTHfLTsbNIAHDiVhtWn5oP9vD+jOtWLOeb26REGCgFvm+pD/pMEw/TM5x/9CkUBanItw6f6gPinUV+h8C1I6t1dPXWOhMLaXHfa+xOhn9/jB2diFWweo7GQpXriL45B9+frZJjt/eU69YAClatYy8/ScWjgJ39EyKk2qJpR7r81HAjVORbJPMFYlH3X+4hDUzfcEGimG0ipA+gymBuWJaIxbJnXIaNk+FgV9ecPTQ3UDR1ljEmIQt/SjcUYRovAf/KWgKNhBfxBf5N0P4SimDu7daZ2Q8CtbDbyKZkMhYqyIXymBMQiVHCe7W8qpN0TnqHERUO09d43VBmJRg76zm+2kcGOVPxqSbgKamLtfA2PxaEwtRsdAhptMHTy9UG25RJo1fj7tiYDi+YZDXxXmFOg8Snf1ULhFngy/GEWPYlCQjq5fqoKCHZnTu3+t5IPaQy1v15uxaD6ztAcB0oXfGcK0S4oKwID4V2dTzkEdF7+TVJ0xhAcahyO80yMAE3FlEHrRTw6NtcjfWmhH6baGAqf7CuF1ulXGlg9Ero/6kCpovYvI781Jb6tBgRTTvA3U/v3nCVPu2VkKRAnPKx+cqXBvet9lrfIoWj7kYgERrMfuHRYx+4GNsHhFa5uRwMSQq9p9oWw1kH3P1xvQBcWcvKCyhx7I5CShK5nD003KLOa7G8/QgbLQ9s5LP0EJKc2xfmMZwju7rx8y5oSAiM/bRaqFgjIs0DjtZILglVbr9/sNhQwL395o54vFsVeeejRlNwO0rozfTHnAsFI/FnNDRIONRfKHRJMHgKW406Ou4xlEMmHF3X/gUdRzZw8PPW9QByYy6Y9Q4FfWpaPP7GR0JCG0V76+1bYfOx03PpmJpxz/7SgoYNFe9PHJo0uU4Cx81nPxycNUPyJob/MJg6lBW9uuc7kwqMcnO7mWgPk5dR5R8SHIYtmDYOgmUFIeJ/9rf1aHeQtcVz/doOIhCh+zZP+JPhXX/E6iaEUKrn9sKxCMWhvZbP6msowtHLQ12lhqoHSiI93x+GQSVvRv64/LfDo0E8alqI6GOfy+SZSgkFeH0XYxW92Q0Gk2/3QnnLQsVLu5fpJQO9FF39wLXTCRy0KOeZYHdA+5Ssp46eu85hXWLV0w7Ze73U9wTRYMGL1d5cjIgJT8pNczlZg90q5qz/eBFy0/11hbMcgukoexu75IfiiGHGhrSweaPgbSo5Y41FDdyJW/xcFLIyKze67pILcDcWOn+txyE7rsfS2cy6w9nS5iGRnwYpT0aGh0jB0r9JVY8sqEbiuy9fl8VBA0Obvb3vzaCRYurlBCS6CmW2PMts3TaDE0TQ8tkDto4fWJ1Uc/MCLzePrsgGCgc/YXb3sOERr/PxVMnXe7R1WuVB9PR6S+upKpY9gkcxs07jJyBA49m6uBCe8hmi97yfmg/Co28RQJe5zFzBxvc8KL2iCSB/Bm3SNBPQi58KL9+294C+6c6NgMhPOWw2Ku1G5eicr55LT1zSwkGtUXSougvAcNqm/NyPRxOjpnnMCGVDjSBRdlW6C8xYPajQMIxCPD11FsUcNmEwLXHePpq7z99U7rIQjy4Pffuh/pt7H7etktbd1IOEfWH/1eBgy+Hm/9t9SG9y9UlBSwl8JbufvyYlx4FCepE7UPhEyjJ7GozvfS+GL+K3fY6mxaNH/oauaxSDE8chtnfzcCLjiula+CSI6FfhjsqOzB9iOn+CUFKWAbjDLCM2RBFTqRGlAkr0g+lIaE1hBhkTzjMBYuQTUYaFWY3G7F7DiLZYT1ygg5FX0PUY1AcnijO/9pvLnLrke51tCBhtNv1ZTiwR0rth4iovQAXbMIrEteKpv3pGPL08kovbwecJuTwd4B9YsYHhawNCun3gVEdFDNtWskacdALMJT/ZYqHX6VPrc/3lbZGlrwNqzCi6dCrDCaYYAllNTIiEzGm0yG/6Wa62EXi+T7t5fkbAnE/C41SQaPcblRQmmVQKk5v5mD3sFg9mnaPTuRCNMhtmNEfcOeMjcq913JxTUmYt5d4OIiL30V9PJ0A7A0Pz75mQVDYmGNFclMER0vtNIIVK0A4bFCi1XzkSBW7OAyou7RJQz8kBF2LoDYp8wv/kgiQHLNW/vaC9q/W/OyNpTaXpk0aT4634KvFqmq/ZYjEMVFI3/uCSoXOptepw+nwwnuROmxD/EIVfdtPX20WYICZrYsmwlwz0mbbYoLgziJm12GoQ1Q9K5vrnvamRo2vqWGvAvDq0MirkVepdBDHPeK6exWrBqrg5oDYpCDe3CcMahHCaK+xRNuOtgoVU5VSQvCtHMqfy6RSwD312yOH9eHUgPsJXohEYhj/FRw+8Lg/DQYuEvf4UzYOqk54di41F2Btw7VzII+0o0OpMzPeGA5bXGgIl4lHHUuUa0bBCuZe+NljrbAJ2OGy3deDxiXNOT6P/ZBH8CjH09rvoCnyuj6U5vHMK9HbD3Dm2C67tmT9VPPAaJORW7r9S+o4yL9MTeaAZZndPVPlcdgcHZiGH+Sxx6/2Z1NO/2CPzyHZx2Ha0B7wHDR6/24RFfDs3vCvYRMGQ/qu19uxYKzY4d1tbFo05mcS1p7hGwV6lybFWogaNvCx/naONRL89CDemdDZQc8U5066FA5OwnifUXOKSo9owpgvE57BgfUmBgbIF6Hs/MvXM4BAEBTr0zViDDoj/9S7IFhLjVRTQDcKipP6pf12QEzHbrYiPjngH08Y6yfMWh8XtDI+9ERmDfqEFTyUsnmJWPeEAjh0fvC/htb1iMQPPBZyv0gY8gO676fcUiDin0lLP+7reEOIdFSV0qP5SrxMePvMYhppUo3+E8B5DXOcKM2SSD8xGxmUhHHLpg9JH5ofUIbLwgnG6cDAQuO9tHZ+dwaEm+xD5PZwTMP+aIfZQNgwnJayxuv3GorDrmUzCpHpK4qm0xN/PgGvO/12vlsUjAsrZZaaUOBNsXnxyXzYWd80EPmn1jUTomDC+fXQ9uu0/L+QdzIFXf8advTSwyv3DQWvNFD+wt0tILFCEQ/bdIx/0tHrHIteXhD/QAZrNYlxWP4Kpog/m18nh0GLEmPJPogTGPvxzXFBFQ7ts8rm+PR06VlfsgnQxrWu9zCzoaIbLMhhB0D4uuOK6sHD5MAS3nVI7/fjRCzVjfC+lkLDpkUaPv1k+Gh99mYzSamqApMsnazwWLOjmFnONvPIGNuauabq4F0Dt/7wmDAw7RhzWdMdXxgUpTbtn9wfngb54dUHEMh05vtrtu+nmDQ+ybr521hXDsQ8CSKx/1HmUYPNgeDkH22ll/mYlYmBpw09tDJPRpO7VuvxeVq7VJZuTD4WDG7CJ6EU9ClOqLAYlJQyB1LKa3iC4OfgbYjcVok9AlQ8Gu8N0uiDzsLb+ZRwHm9AfL+8/EI9SvG1qm2A3slDZOfmr9qOpH77irx6P0Cr1pXH0XpDC4WQVztkBzcHH0yC4Jydiu3VaVTgN3Pb0fmw7Uc9K7UaKfFYvit2NeYGxTYS2Ow+3RHBlWJ8f+to7For7A5/6xa8lwxs9qv6w+Gfbtcv1jY4tDQvJaLttesSCPe6l7fbMYnnryU7h3MUiq2UmZ5zAW4vRW6u+1lMCT3U0b8SwMqn5hICTiGwvvXM3MBg+UAvfCiHLcDgaxRXC3k7p7QVtRKDHh5WvA/+eREeeUgFSYKMf4jvbBJbsLV952R4PNesTHvsAEVJAX6LqvpBc2+Fe+9mpFg6y42kVn2wS0dU98tflpG5Bl6uuyYtMhteWq6Qt2Auq/Hae+QdsGg0sSLueupEPpffW13i48euMBauFKbWD/4CnpydtUIGW4z/lu4VFifX12ZeIQrAxGuE7XFcG0SJ6EJdXTq2P0eZiyqJ6e9+plILYAuB6MqxnLk5Cxn7R49MAQFLDDAaH/CiHYpzhz7TPVox/tKYh5U3nvPtvf8zqFMKOwoPALQ0LcL811u+o74ZTR/IalEA6yvdfmtc1IyOfc1j2r8U4QX3J7I7AXC8IS0bzbTiRE/7kmPV64C6T2rfMl2GLBPZQp8EcaCY2bWERorueB74kFGbvfVVDxVtXl19FoJMk/XX9bIR/+B0bQIiF4nBSZeTyUbxfGERWRJaUQQpYkUhSJI1KWyNJKUhGyJEsLkiXZGmbMwox933fGOtyMfYtBUon4RUq2okK88/57Pmdmzj33Odf5Xs+T9rFHY/JnJVzBcO0+xh6FNLs8hatHCkA8/93uTRoVNgwsZUZaMEj8yurjAUln4AI6EskhAj7ndMQZVwKCwwfelUXXw9E3J1Oj7zaAVFzFTzorDskYqORSuWhwUsEmOQRLgwS7ck03eRzSf1G7s+UCDfjn10cd3zTAmO7tXouzOJR8V/BWrdkgfOafCd1gIHi4QfduWSMgjXGz3bZiA3BL2VEGd8YdBlqP9E2fJiPRPpnrT/kHwI1ze+XzRwGgwSveyG5CRj7r5wLMS3KBcr3w1OszVDi+51DQM4so5FTA6ypzaQBaC/abIJoD/Ha47J8wE4fsE4IV+QwGwJZGrf9e8wwWiq+nbc3HIcmTYRofsb0QlIw5qyJABd7/Orc5JFCQMZtF/l67Xogn+vSVTVJhZGw0L4tAQTY/Zfh28/cCo6LvD2xUgkTcnfzOIAp60zdlJr3CgI6Fpd4J2Qxojet+2vmaiO7blnp4HhkEt6+7K/32ZMJen1MrP04SkWQGgRYzzwAhvuOmrLxZ8C9c38Qgjoh6qkhtfvLdkJ3xPdRsDUFt+O+HqJWMhDSIXXfDmPnD1gJ/W/NhU31lX6AVCYlqHhMdd2TAtbndcQuH8sAtQEutKIGE1sibAdJEBryjxV389CkX4sfuxubrkNDf8TtFKoll0FeuaCDoWA4KHrFT+8IxaPVuSq+fdjlce1neFMteAQaBjjchDYNSLt9os71eBo9RR6Lz6QqQnLurMRLAzF8dEc/UroeSq+xpv0+XQR1J8KL+VyxK2+46USZAg1Czv6uHBcvh30Hw3n4Uh2ySF/3blusAc/smeZ9COQz8terg7seiSG/3m8vEcmgxa0qSlSqHcPtDGUNlGCQdMx2bdoIGLr6cttqrpXCTJ9wXqeHQAsk9u668FNSEvQkOUTRIKeSknfbEoAC26Se1zHMpvX+f7TFMg8Gc8mQ55rkEArK5qwdK4fjhUuVBIrNvBXaH7fLGoG/nLQRD7MqAW+C3042memAIB5soB2EQZzvLCcUKHPBpzaVUXKsDthcHdjoNxiBNxR5vgjABtOdC8MLzddCxtyBfMSgGJRtorde9xYHzm2+zjufqgf8KkfNLXwxKqLNKJQfXg7lRrq2jaxZkRHF5fvmHRUHtKnbpj2jQb9yuzdaXBbz71/9xG+GQdejqP+HVeii0mDE//y8bDn2RHW6QxKFp+j3uOVcG5Aw9Xs65mA0HyvZGi8WQ0NJwuZ6fLgMK+rLjv/JkQUfqlbi57yTkkwEXrzkxIGZ8Qsk1LROST1Kel8WTUFaa44rpXQZIBnjtIYhmgJcdmHnlkdBX7VfJPnF1IG52QVarkAo0zwyuH+VYFGEssejtWw/sqYW/hWapEPTu8JzROhb5PAj8PV5cBy6t7adexVbBuQf3HyrWYVHLwoqay416OOx+sfXzx0ooGYg867WIRSavz+orWLVCS5UllOY2wC5nK19uThJS1z7+LlqrFdb+ht7hwzaCxvG451d/EREXtaRZbroFFIW3OrJ/NsD8zmwOqQoiyvlGk/fGtUO1eALWIKIGlI1I8+FxsejRM/UzmhntsLhy+7VaQTWs/fHzvZwZi1rId0IrZtqhLE43cPNWDRzf9kdkihGLLh5u/vstPwp+ReTQGr3rYfCwYpbuITw601i8uzgyGsofSp2dp9bBO2OrYpE9eJTUX79SVBUBqY/k1aUL62B4UPvh1G08WvJ4yPIVx4CBZT2GpnomOMllfFe+SEKceo3vrkQxYJGVj3w/IQscnNhSnExJqOGbmvxWNQNE2Dhkbo5lQagELfbAOhF9SpugRzxJY/ZbXUUkHkHjD6NjRGss2pkcrmqVmA4fx0yNdiwhAHOppwliWPQ7PeWF19dU4BpivxDL0gRRTiSynR8WwfEDrSXtaeAx5vVa7l4TGKg6Np42wqJa5zK7xZMDMFmV9EDDKg62iF774wTICPPNQvu91ABs/WihqfcQQDfVGOhKZBQ8gZNuNBuAU84Vl+deEMDSAJN0djwOwZ/T/XtVBkBYW5mV2xcH+66PDIYJkdGZoN1uR02q4dcnakasXgXctLxh8jkkGqlHhmtXWlaB+ZzwHh7XCggYOpd+mCsa+V3j27etsgpeqi+c4Mgrh6D3yuGZp6PRsH80baiiCc79uvgisScFOjF2oT9t8KipnlfBfaAJbn7c59GwlQjkTvrLXE88OqVUoz0i3wwNT5JdS06ngEqc8MbHcjzqWjTcfaOnChSNHb55H66EjWxNNXm9aHTRrbRHIaUfKObn2xIcEHTdKLbk+EFG90ISWF+l98Myh6RJUVUjcFp3S7LPkhHlytwploF+WJSzuR+1D8FZht2CWxEZzcmrGnKO9IO7X0Oe/LZGyE370MiXRUa1dmZfgrSygf9W/pDYNjIMX67x3lyJQg0H5ufkpbPhGbeujv2dRDAo+Er9+C8KLeyj795enQm4SYpHYmQ8TPHc8BD3jEY8xoxWamgmtKo/Msw7kAKuv+PFPgVHozbPxsePmbq6YOW33BORCSrnGQPLCji0V5pWcMorE1wGStrmnjTAtdzOQxUR0Wg7h/PlI1eZe0Xc6PXvSBp0GWRvaGtFo2Qhn9kSqWzgCNff88qoAb6kHeVm3YxCfzDHOOUOUeHdoFW/czkVrvqeURsKjEJulJptL6upsD9Mv1vYoArSJsinvZqjkPuTP6TY1UqQF63idAyqAllOYaE49yhEn93Le3yBAUG/jfI/9pfCwCQfRSWWiBSrYzgaOhggugCfq5n7ZJeq5dujY0QUn73vrUg7U8dU+Z8EPC+Fd060c9oTRFT7q7vuyCwDsHWudV4dZXAqwP7ch1Qi4qkMX5/baIerPygWdbHV4M9p2i7yORYl1Z3GI4kBOIvfYfREiA5Tvyj05ZNkdIMcXNf1sx92RhXhTg40g/22V6cv+5GRQ2OwrhGz/7s1edWIhGZwk3jMWa5MRtZ3Auicor0Qci1Eb22oCuo1Wa56h1AQURDsb8f1wrfEf9n6+VWQr6GkRUqkoFf0U9h19XTIUS13PibpAoI/M07wnMCivJnL3XmpGXAgOeL3w9HHkMuyYHp7hNmHgorbsg6ngzG6P3HD1R92+a4vGJ/CIvPOv29J4Qg01vbqZy/lQmgXSWgyLAaNbQknpjLn/xh3iYDtQA5Au7ZwOSMGWfL19wcuIrA5/IhGr8gDjtZv374MxCDReDPhcbdUiD0vxX5QB4H1wuUnanFYNOlY9CmiIRk8hs2MZa0QkPXxkQZ/sKjx6qaItlEKcx7ZL9l8bQSrPyW9BWNYxFO7pC7zIQXuYVnkAlIQ4Js3pxZqsYjjhPwubKUz/HC+pdjB/NwllfmxRGcCmpwZ3GW5owqqCr2LJFbrIPCfR9SO6Si0XZ7NK1CdCvtSFjhxbPVwnrDt+OfIKGQbKLBAd6eCyqM8bbb1WkhU3YxTTo9CBJbhccLlQdCt3jUr8q0BRiyVJO9uENCN85q+T1XaQYHYdWH2eAN4TszzXr8WixbC1Q7lWbTD/QaB0AgmLzjo28qdcYtFZ0snD52ktkPbxxsSHO9pcLRhIzegNBZNaqY+iTSsgl2Kp0u1T9XCowKrtKsc0eh20t/pg1ZUsNaoeUOfq4HV69i5v+QodIVVJ2rdoxL2VK68P59QC/5KLg+ktaLQ3htqMScz22Gfeu+xW6gePE/sO/qXuXeO/laIFqxrhHN8NZck6lOB2Bf9LpcvBh0plT5a+7QRrHea3OutTgcTX8O+zr841NPT8i2uvAHiLt5aWXFOA+EHT+pfUHGo9ZSsU89ANfyX8FXfLqIMHBv2s6t2R6NqPo0TzvRq8JNbOlxwrxwOpHkLB9Gj0ZtL3rMXF6oggfQoo4dSBj+QOYq5wsxPEzTE9zVAOmNJKbM7A/bYflTLbMShr6Fne1RftYPVQ94vp2sLIG/9j8onbCyKF1V6+cW8HZoiA8hL2/LhHCnta7lrLGrkecn5PLcd0sblG3+E54E9Li3zc04sukKspfuqtsP5r9MvV41yoRqfu+lyIxbN6BPRSdk2aPGWlpV3LQP/A3yGZCaHGPj+fv4L2wb4qycjt5WUwQf3fZuYaRIaFHlnTT3TBh/9lc9QbpVDQZZJxXEmn0xbTJx/87INEq7OJERkMc878YW0MUZC7+QOe258RSD8cSRXP70CxJQ96OE9MWjOMPLdrhcI9HbEvN64XQHUh9NaHoExSOJC37L7EAL3g11bryvKoRjTrP2NFoP2/VApfRaBwPmCxOlk+3Kw9M9UDQqPQY56lVOvmDwXJPhcCjeG4IcQfYfyLBYZ34PvQ5g66IZ5A8sfCHDYRzfTSpjzG7UiqdRTB8L50/2lYQi2b/FrbtCxaKNvRbRosxbazgUa1jD3+1y2+vWZl1h0ZpLtbQ+NAdXr4k98pWoh/tx4y5clIprMe7+2UcSAKl3GsVHtGli5fM3k2W4SOnasWK78PQMKn18rmrpcA71PqWlzdUTk9rJIPfg+FRgNH5Lp5Ar4Hj2r1p8UhR4fz8pKYvLcSMvrtLieckjo22pMo0Whc2WnNNzxdJB9IV1YuVYJqfwu1vfqCYjw3+INXzU6NDNOWpQiKnh/2eeg8ZSAdEnLZmbCdJDfI/12W38lPHQ8vJN0j4BuRruoeUM9vA0AUWImDdiUik+EMfn/jph5Y/NoJZSPZ0laClfAsQbT5SP2UeioU3cv/lkAfCRe26mxUgPYPNsTO1fwiCU+l/vEaAh8eJ/qzJ1VA34a4X1WuXjkthWmdeHmK8DT+RZ2xNXClZuCJb9S8Wjn4J/6U+kIJEWF+t1GmTx86sncJiUG1WoV3pM83wFhjknSx/1qYJ9VpbwAfxyih+HBzK4DZLoVfQ29qsGOc6c67nAcMlkxvrH2gg7HWlSdPMRL4WFA7b+DRQS0p+5M1stROgiv9BSYmJZA0QYnuXWBgHoPaFqjn3Qg8YnujNQtBSO+idotNiLakJN1iJDAwLW6P5jL5TnwL/rzdzYNPOr/E7T+qDEKnlZfJpuU5MGt36LPdkrgkfmratGM72FwYsjpzZtfudDndP1loC8eGZnvrmoXx8GT0dvT3v054JDrNEydZp5r+QBvl3c1zFdZW4XkN0OEvmLwU0o0yiNqBlMf1gDrhE+DdFoztF7XVR3kw6LMqd9OvlPV0KFSVl26mw6H00yUqoaiUR/tZ9Z6EgPy9YYLr1FrIdWkXPyfIgk1ilf1PMMygJWV55va9xowItAyBY1IyFhEUKzoMQOO5rz/bVFdC1k858NnXpCQUXokC5LtgHMX90SX1FLh2a8T5Wn/YtEr30fEa2IdULg4VHyurAqiN0dD7/2ORQWvBamWfe0woXZmhLREBe3z6d5vmmLRV5uXLJIsPUBQFCRNm0dApsMNX1tZCsJvO6eUqtsDkx/3ixx6jQUV1gnL7zoUxIuUIyP7uuHW3cwNTV0ciA5V7wsUoCDrOo8fQB4Ab4EXwzKqNNDPXWi+diUOfR7q+hkaMQDxN7Z+HZJpgGW127VvPOLQ3tkjJ6WcB2BoWD39rBANrs9dvP6xOA51qr87EVnQAv1Vp13mRevgOHVhWDaC6cdNbtbePN8C1oq6VzcXa6FJKoSnWYuIShZ3qtCCW0DavllC0LIWxgcNvGxciGh3q/79P/UDsOqnj2X5Q4PKOIXWtV1xqGWAk2vuexIUzAlyZVSmQ9Ksw2SOAA4RxNrfuI4kA+tTNfWSwVSw7bdKVlnBou6NIO//plPA5c+VePpiOlD+8YhKV2PRvUDzoEclCaAYEjn2VykNFHuPG2y3xqHsg2/q2h52gJqXS+vRf1QQe/OBxKcYh3Y2PDb90tAMAcJq/PSCekjSY7mQKUFAVy4LHO673wxcT428PEVocJ6fL95gAo9sElNmvrxqhrpMnqXe38w9TvhLp/7GowfxjCtnfGnwa9ScUKVQAiM/18VPmuDQR21PgZlFGlycMd433VIEb7/v5jvkjUN9//3ID37ZADZJY+PGYiWwOc0rRMrCoYmJUgXWOzRwLw9YHmP6xer54Bex53Eo5nyDbI90A+QemOmX+lkH1efdo9xf4VDOXYOOqzoNcPrn+XidpXpwli7auRWNQ/u3pX4KMeyBE/neYTw/ySD/a1kyQI+CzlTLTFcMd8P6rQfOF8TIsCTcLUPaS0HcbTPat4/1gFwzdV5flQj6SvEzveoUNF4myvaFswcUnmHlC7cSoMaz/tZNBQpyz6imppv1A0tKT5bBFhVK0n6ovtaiIH1DdiWceD+UDubhS/qp8OCVpZnXfQpqux93SUapH+pzC5ZYDlLh8YaPCocVBUUtwqO5o29gPd7t2NmAJqB9aJnsyqKghkeOWUcr38DfNIuGrYgmeOpRLVofRUFsrQLpsY5v4Fzi0k3V9SbYrfCPRSSJgi7KMha9yYWQ7KskPi9NhwdvlJr0CzGotoGhW5WbDxtWL69ZiNKBXcn2R/oSBqWKeW0InSgEL8c3baH0ZhCKLlc5U4NBow+J3qZbxSBxyFTk+hEsuF8kvdvph0HkQ2D91KEQzBepzzProsF0XxX7WhkGcSzUbJZii8Cz0TnfqDMMxNvriP8RMMheL3L4UWEbVFwc4ME5NgFbyHB5/BoJuVROs485tsHNS5cEFdubgKXX97dGFwmlbjg8M2Tu91YBWc9MyybIEHXa+C+XhHjGsrVODb4B6VnUxnGOClfOf75oE0pB2189VI66iyB+StH/yToWjDRtLtu5xqBSBZdNyWwE/ndNc47xvAaNt5+4WhNj0AkhnohK5n7/c1Xz7hAFB/Vlu7aLNMQgmrvV8okQBggs62ATP1cD98e5YZa7JOTgcmBT7DIDNG9cXfu2VA3Xn+Q8X+knoWchzi9d7zGAg7j37OBqFSzuKHklkkNCO2ZE7vw+yoDPh2+IjGlWQ/Lz+mZjUaaOKU+Yv/athBsemwIaZkz/HnuX31AnCrWQprb9e0AF5fc/D0XYIXj22gVfnRKF1M/+1eFipcImRXl7Mw1BGF/fxw6vKPQDb6zQ/oPpV/fNRDt8a4SIp7fMBV2jUNjpizNTc13wZ37tIT6gEdzowU2i2WT0XEfl/EBSF8igUDm/8wgmpPFeS8/JqODkH5/mdgSTREkBKfcmGDlZKDpTEYOWxYsaO5j8YexYxTnO9Nn0M1yH9mJjkPr+O0KPDJgc1ZBdhHdpgrpV7eQWqxg0keHz+ptQJSgrlJ1NYPJnlerOlvmDUahE56LWNmb9x/nk33+aKYUdcpZcbcz6DeU/iVzfT4VV61mH5B3lMCUeVq/uH4VU23f+0rzYBmHBtzOmG7Bws/Ga3/5yEhKtTzqq5tcG7joXNbhUMMA086LfRkjoBGNbrWxDGyxAJ0sLwsLUrbTT17bHIp8rmuncXJWQ59RgNf26FJDstSOaB6LQ/LEzd9y2coHNycg5a6QZJGnbTdXPRaELm1arjfn5YOJotWhEbgYd/sj9Jsy5uHdDr/CIZSFM7raOocjTgGp+KFC7EoNEnYLaq9kLgE9hQSudTIOgQ7Wv9k1h0FyehhC2KB8es73XWqPXA1EjjziyyJwLjhL2m98ZoKJxJG1ZFUHabb9La4lEpM0otDBeYoBUfkgAj0Yj2Dd6FL7AE9HRL+3YyxKD4B1+rtckoxEMVxuyP+oR0aji2h+Zjw1QZu8Z3c6eCx9eforWaWHyeZvXwafM+CvX+WmLD1kga3hO8hYzrkl8sYAnNYJj0/mDIdRsYBsb+MTHHoPGwwIcGwnBcNH4+48HWApIuMWVcXThUYTjnJXv2yB4tKbe03MtGV5e+sMSMIRHLtgdxLHvz6D2w/Lt1qJE+JW6bCwlRUA9Gg5Fq5M0+BRIjjDizwEPnSPB/u44dCBAooqPGgMJCoFe+Y+woJ8QdiuyNAZl0xzUIysIMHnBR8q9JgaMg7v/4JhzetDoy2xGNQ62r25d4jIkwAHGaMkg07cmmib80lUggpy00udX1tHw+cDn/NRbMcilkfIryZoBZVuuuK5nTbA+bpXmRSUhcyl34ypNBoyxhK4PKDfBgp3MDjemzmCP3y/1dmGA+wF1asMmgpoOUdOjRBKqc6AjI1UGaAXO4k7FNAGBymZpwxWLqh5l1q1fHQTDA6pLvU5ZMH1ryMPlJwE9Dma/YMa8FwWt36MNatlg7Ps75APzXg7XP5eJGfAD/08r5HeCzVCydUD+KR8BCcmxSVgnBsDAelOSZGYzbB93k5P+iUebEjrVIqJegBGT2L7jWTOYiGnPil1g+mIDOW+fiDrIUvJ6TpdBMK97U4NcjEWyk6qcFuP2sDDq364zXAd54b9wb30J6NHfnehm72MIe6oaInW/Dnjyuo+XqRHQ1Cdz6mySN/gftdwv/rIeiva35/86S0B/Fu2qagQHoUgIY/tYJRS+Xpt5G3qN6QsiNsX2bhuEj3vzZQus/OBoP37kgxcRddE38dGnBiHK1PpT9EIAfCC6CnyWICI8n5uRFrUVaqn7v6kI0UEbPAvrDUnIYz3+SNfRNpio+6lxewcd5p6738Ynk9CmFa2xx2QQJp39dFIYNTB8MQQ7s0lA6ex/na+RXaD+ZyhPvU8e7MqoP3vAiYDM7J5fdM9ph2Zq60UdXC1UpPaeUmD6x2/uFfotqe2wv6BX7GpaHQhk9wqlp8ei6rs3pFJ120FY5aS5y8k6EFTGnVW+F4sw2ioL8js7oHzxuaXE9jrILDbfkfSVqQ8FtIqmG00QeUXA8/wJF3iRlG+uexCPGgvTh1WnEATU1sTuF3SH2Kf1KS4dMejqnT6WTEwVtB66IvN6MAMeLJ5eeng4Gg1oTv+VvlMF1hf/bVv0zwITNs/83XzRKF8XF8YRSwW7jcUzU5MZcK6XulRdHoWMM0JFkgt6QemKeaTDVD18mba3SUihoI9DJzryPHshIJNP2nq8DkTf5Fr7xjI5Qc1Fomq0F46IDrnZ19XB77VWFQ8mD5THRdYIiPbCmEnEHXf/emD3EfF5EkJBC0+d0yZKB0CvyWft9ctMiI08cItDKg4xVOwlX8YMQG5ostPZsXR42H9+YupuHGLLng3K6RmAqMuexfcI6SDmszW2+3ssMm19HsAeNgBmo+bHhtYyYbMZFXY9iUMn6tes+vkTIaqX/KOx7SlEdJREWJnikF5mxh+iTSLk371vaZR5H5AUp/4DJqeJBl3MD+NOAf5ZooJthgu86jxRvucHFo3b8FKN+pvBxfO+eJEbDWrNGu/bKhLQ5kKndcNWP8TxSrqrzMdAX0+Q9u4HzP3l/2VhhHMA+sd/3Npki4KCOg7L0zfJqPWDMJatiQHXg7EN1s4FsHb5elzHdyIS7ni5Sq5hAPGNpJ3HcB44HeCWXPxLRDa51x2HfjBAR1KUTygpD14TX3TFkYnoU7jvMdyPGLB6JPTfV8EmIPPO2KvmxaAPmyYn7Z4SYfNW8S7iySY4Wb1gcM4iBoU9uaTHTcXD3zBj45u4Jji+PvuPFB2DRBufe8UcI8EU50hHRk4TmKgNfaJqxCCtJky/9A0GeGw/KMJKxsPqf04Cb2gkxG7z9N8zZQawaL0Xux4fA3L9+UdogrFIM3H3ZJIxA8Tvf1777BQNac5qTU7vSIhXLkR172EG4C7mTY39xIAFrjjXWJHZz988vf0bGRBoaMX1hD8XuC3lv+XNE9HD5isCmj/SYc5M/efjJeYcjTwqw+/GovN3ZB5dkc2AYHMH28b+GvDaaGmU2oZFZwYeEp5bMPvGvMde3bkWflPdIy+QotF7toiYoG0pwJfirhpehQUZlzRdkwUsEpGgeoViEmE7p0Zjn1QktCSclbLSxqGId9t0n9ilgMb1kvTt3mFwknu716sRLNIyIUsblqTB6lIp/gTUwrOpByE6l7EoL72sJDp0APJnUz7tftQEQ6P3qaVP45DO81PhssUD0PMsQJA+3ATyCRUfMuTi0IWJFOFHvgOgSXxJLGZpBrG9Eq+eYeOQmFjKUO/7GtBwdOlVOkCHNbYWN34lLHrWyLc+SR2AYbIYa1cTU29vJXlm7Gd+T3NWyr6yAXiU2s94oEiHrFe4GqJkHHojUPHd7dUAnOw1CnDbSwdbBbLhnE8cIkwk5I4Z94DMXELmj65m4AmQunD7PAWdDPLd6P/YDafcv55UkKMDm6L/m+T9FMTvjA/d+bYbcv2NeJ6nNMM9YU22Wqa/kN5dKnzycg80SruMzRylg2THp0/x+hTU8YrWofqpDDgWznlpsZWAS+vTZ6djMOjbMYJmGakcZh82CIbqFIFL4aNjG/9/77l/QbFnjslPWd8jbyuWQC3r4xRow6DxLcqisFkLtIcn5fu3ZYC919jMzQtEdJFqoaOY2wK9NTYC0rPpADX9nOWhRJSePLt6MLwFGA3bdV8oZ4Efesxr7E5EoYNhvWXaLdCV3cSZeS4d7NFYUJIGEd27zQjFS/TDeZOnB027q2DgUmQ0zZ6CxvBWqgqTb6BEKfCtam41nJzSk3kQTEGGNL52ysAbWExLPMSYroKsbJEHHUxub7bcmZ1+axBmV15Ku3SUwZ0bdz6f/0ZAyo27b8rdHISmudoF2nI5bKb+muBcIKDU1dzIBJVBaNzfrHiDrRzMxoQnbssR0dsOLsdyJt/6R/6yvXu5FOab1G99ZvLtnz0FNnEeXUyeNLuSgi+BhZTP0yP2ZHRsjw2b93wX/J2zuGofWgLqFl73vzM5WVgz+LagUT2EZeGHm9wb4co+XZ3p71gkgVte5CfVw2ubHZgKUwSYeJJS3zYcep80njErUA6h6XcNPwiRIJX4fTiKgkHmrI6fpvrL4Yi5xPzrNAL0mTkOFzVi0E7fOq2x6XKw9RnIY70XB7/x6fihFgyqWztxp0K/HA4FNhibr+FgebFPE5OOQWL3XvVff9kLw58rvBaaEXiA5LubFAr6w/VG+ZBEL7wrVnrCtY5AdTNq2fUVBUWY6/cFyPZCsN/B5epnCNKdy8IOh1FQ0pOMOGViL7Rejzdzv9oEsWZug/sSKSjOTpL68EkVVF8R683bXwXausor1cLRaC9XUMK2Y1VwPAEX3c5aDVc89H2Xfkchr1fPjnc/ocOFs+ePEZn9aS3zMepgDgFxfeF4m9pAh6c7Et/D7mK4zeGXzfuRgKRt5lrHtarA5VGpuakOFYKmPsuMbDF9iqj+ttw4OsRAnUwOXxXAwdCcU4iAPDoeGria0aG/V1CPLbwKakL4H65HEpBOzWI8uw8D7k81TJfz04FTxd5y6ykJ+QxfFDzj3A3eM7vmtYmN4K5Y4I/7QkZFlro71RX6ofKflt2L5mqwapEW3rjF9NenyJ6ngpk66Rc8XOHkBqtlPyr475PQseplwcc6ZbA6leC0MVsC1PkOCxd/DMplbyQFfSmDERfisEpdKciXyLha4DFIo/ZHpCW1FJqGsgzM6kshVfaqrI0nBjm0fKurZfrBppBHmTgm5xT+Tj78LJuEuvpcd/loMMDkxyzrYk0N3C/ovqe5RULt4f/kwoyxkN/rtv/Gbjq0Z5y5Pc+KR67UuNXP27qA2/sNY+MIggdBu2T0ZMnovE2u9vanXbCbLlhWmdgIwYKINuRIRl9+T0UzztTBxRkJ82jrRvgi4ZLqHYtFjysW2BxO1UKO+jY3BYlGUErx2d9hgEXcWw0Krlu1QA8mf3ye1QD1oqOch0KwqMBN7hx1HAus9wQvb8e7wjtVz3yWhRhkzM1B+6xdDlqvpfd3vy8BNV0zd/M0DIpX2h1KY3Jyc7DrvOyJIuhsTOpoZnLyHHVjfucEA7hKXheZtleCS9E/fs0yIiJYFK0H/v+9nndiveAbKkRNXUpOHCOiGgPhzoV8BtQI8YKbIBV8JPJG3ASZfO41QP5yNgfORGR8WoxthgdOR524iqIQ69knxy+/y4G9eW4HvnI2A5XibHn5VRQq6H995Jl6HhC+DFIq7jSDks3pFzvUotCvbx/9RDEM2EWjHK/nr4Jy1oml/8xIaPVk7a2W/DwY1/j2YeNTE1wrfDErIx6FVKT4fD3EGkDvA06lYKkSxiSHRc1e4tBj91v1+LIG+PDOsyljeyUs62AMZak41BA+60fla4SEa7MOR1cq4dwx2Wuyb3GojfF2fuVbD/h97UgfCUmEqkOv0dBTCpLdUGxg1+sFLTym45FUClSNbbjaRlGQ6ZGF1dauHtASmaxOupACfVw1fMkPKaji/fGrsS6NgJ3rNNj1swLiZflR4goOBe+L1A46nAN8ISN6z6sJoM0WJYWvYNaf1LfnuGIuvFht7GnBxMLO9aHgokdR6G1tP+MtpQKaHlhN1CRRQHDF51PeCgZlFOKrqUcrITCpPOl1XhzQue4zOSMKEXSsWI7ZVMIAd3MBVj0BwnIujhKY/+dfRe7p7YQC+PbR9hbraAEk3xbHs/cx99HELtUzdoWg48tQMBPPBwG+pc83yzHoSapcufazImAf9cPECBXCA7YXIwskDGK1CNulHdwPgtyiFZOLCG75C9h38FDQo8kFMLjbD67eL6+cIyE4IiUTfVqJgmY/WC6xB+SCQfkcsV2+EmQkfi7csolCDSL1B3Wqe6DlU176Sw0E/kpFr9geUJDIUZNs/zs9MGig0GTng+DPKY6Q78YU9Fsv7TDP7R5YRU0/9nAw58sqo46TGe9tXZewFi+A+j112LmXtWCnKneLZRyDKnvUt+XvLYSEGuPOTVINJFrstB+vxyCeO9aV/vxF4EUqOatnUQtnr2gqZ6dg0MeT72rPKhaBgdp/P+3ay4DtyLDzciIGeQn5hQvmFUBjsM7Bk1JlYMOve/5vFwYZv1jSk+oogosuyXHtTD0pEsmrvYDFoPmGTVF29ypoXstMKFOpg3nFna/lhaKR27fYiC+a1SDZm8Jq5lYHtrH+e9f8opGKq7JOXUUVsN309o9fqoMggUtng05HI6GNcplP2gWwYqq/5CdYDmsnlEvE3jN/lyjnnK5cDOZ6V4IiXPLhv9L9w85hGKSZzd1DopTCz1/2X6JiimHjlqP+3CMMsuUsvr+f3g3+uxfVjkoEwrGwyw2hzPvSoYvKBlt0g3W+mWpvrQdYZmLf6b0noyiMF8bhcze84LDQN2d3A7adX5JihCnovSvfhqJaH1zi1e6KXM8AS1MDQ7siCrLmYat8V9MH0/MJOWHRGTDv/Ta2r5iCNOyPdHIl9MF32+UzGvuyIDZoMuR1CQUtTbruoku9gVOSmZaZV7NA3rZqfCKbgupkA7dHrBTBx2GG9HRgDQx5ifvWvcagD30+R6i/u2BgGvvwrH0C1CUUf8kvICPv1elVweddYPrcIPCuSSJY8+Js453JyPpw1J7+iC7gIv8R/lNFhhGP25UinmTEWmzxZOsDHSLNL31SC8kF01ntBdISAalFS1vznm2BLd7Hrm0r2aAhMqpScpqIDr08uKmp2wJB8505pO15gOE0z1Q9S0QSvBsXHWS6oKzRoizkUCMcKDg9LHyGjMQIWWEsJ+mgd3gca3epFqZ56/mcHhPQb9Ol1EVGM/zHs9ApurcO9MNQt6kSATl6UFjpPc3Qx5udX8FdCzeXn97sOkJAYV5Yfj+xLuDX5BSvuE6BwNtSBgQ1Mpr+tdzW/akBJp9y6oTO58GqH2+0bCsOWff/SP3h3gAFqi+i934vgNE9Jbc3knHoRCVxLvYLDcyNHFFTaD74za6AzSMcGh3zWq491Qpvg/xgfasUeL2deO4tMPlwkaeWWt4Kgop34qcDyiB5X8H27xdJqLiou4vi0ApPFFzS5Q6Xw5+0Fz5cAiSULNCVHGjcDbG1RaOW/s3A8gB//b+3ZGTrRXR7a94NWis7tB8zOb+i1qBraZSMhDiFvfSM6HCQN/1Is2cD2Buft3gSSkBufA5fccvNYC5QU2Rq0wCL9WfePNEnoJmc5wYcUnQwv1rRLZtNg63v/5pXnQhI21bX56w4HfTTvKZ/OzfCzZ4R/+MOBHSw+7/IuhY6DB2LyfM9nQp9O2oLwiYI6EWcFrvbwRZoPpKcZHsvFa5axUmGHSKi/zjVKtbm6DB69LBjyUAaeODMz3BuElDFaGNI8yIdMguT7SWwSfBu8khgHwsRDef9Duqtb4Vz3ep5+8NKYfTBXbqnKZNnZD5MzIw0QQOfEEOBrxJm6RedbjzFo7Ct0Uxp6ybYPJ3Ueju6AuSSKWlrYnjE/Tf6x/dsZtyuPZryrRykb45+SLyCR1OekVg5bAU4Bszq6rUUQKdC06rXMgZJ7p1Ll46oAELK/TOYiTwIS1i9mLfI5Mz5IRb725VwSBVnkXkyH+Y/J/NwnIpC618nbvFaNIH1zeCmw2GVwPWeY8tjPx5tOZ3kV2D60+FP2FtpaZVQf2lXiu0oCeEwC/+d82VA1Lt9AnryVDB12Nzm9piEuvOfm6tbMsD8a8Ur2XEqaAQi1bMdJCR4uefurzMDIGD+43muejq0DOxJurKdjAx/hfMs3RkAtuADHGciM0CyUnv72aY4ZJVl60dTHoCaM6NSsj2ZwPGq1+/9ATKapLqs7DzPgCtW/obiTI7qNttYiP9KQiU+69fKWF6DzdeWa2xJzRAagFHtNcIj2j7h7Jl+LPirhrYVFzfDgUpV1m+LMSj198PArGfdsGhcPcGpVgLmLh97r8yRkVvb+85ng90wH5e1ffhdCXikdK6mCFJQ0GRgc6l7NyjZxs7cP1wKr+OSNaW/klHaVvPTqfEYmJh2dBqfbYbTwbpx7AUxyDtaNV5DahAcb6fwVRuXwuyEqa4WEJGc/rOFutODUK9wav88TxkMRRyOPyhORFPWFuXyAoNw3OLnkRqDMtgUkxWosSIiQw9t17VsBrAZHdlRqf0cBEY8u1RESUhPAxuy5PP/5wa7lXZw+cJBvbbNvU9ISOpquObv+C44vsVxgi+oGAozfvU7+JERjlVsYZqtG2oit3dE/imCJ0c1gu6UkdGEVttL1psMOFTz9vgfuidI2C6srteREP/O/pzC2Sa46XoWeLBYiP/c068Zgkea1/X6/9NoBoMTAronrhDgzimjSxcQHrkss8qHv2sCoY+LHEZ7iaC9J/9yH7OfS9r1007caIY2oRn5qedY4D/Gg7v1Fo9eHG26Zi7TCl22k9c2vZugyydBiT5JRHFeh5RFhltg7Rw29sY/BD6UzbLqbKbvO1008vj/+hMunHz1C4Igt6Hi40z9ednyKM9diQB/Xh2yVXzqBv/dH+W1exGD7mqu3OqhtkAKVx1F92kTjLqLPUzDERGdto2TociABPuzKnc5i8DZ+26Gt3Asinq0zwVrw4Cc9NMBvA8LofPvA9ubZSQUFaQoXmHEgO9Slu62dsVwwfHXaZv3JNRyp6hFPY4Gydk5z2bs6kA7UcQRXcMhxIZNH+2gwWq9xn4rbC1cOtO1PuiAQ1z0KLuThAbwGXEffqhQB+OffnZ/zsehPevGZS/kneC+5xF21fUGyP3pdqnZg4AaaIdcT2beg90C+WuH2BsgWUNV5L9AApL4k8BiXe4F/8y8aMfkG2CgWgaP0SUgF79bS8VXBqG/AvcYL58C7SWPKOorBDTmfCK4ynYQOCqEVChCaUB8b2B8YJqAUnxf5p1WHQSSfpVOZm8qPDsJSk7SRKRiGzRd3NkKUmW8WXUiWcDvS+atvE5Cl32Jm/uDWkFHMNxAcjQblJ7erz96mIR6D1fe6vJoBT2ZIRbVHVnwWcwrSVyYhJ5oSqSJinbAqYJl5bN9mVCW0vtvZiUWSf/ltMdadYDl5QJ16a0suJQmOjQoHocadjL2sa21g6XlmdqJe9ngZk3YIzcei6z3bAxcjkuHbExUTtqueiBdvhSZJo5FXz5JvmPTy4QX+DrC2Qd1sI3b0bsnPhotzl364W+TCTYde/pZQ+phJanL6XZMNNK+syfBorIEjpWYs+wIQKDME3VF0B2D/CXuSkUcKwGrE/oSHOIIyAdtv7Y8waCxb/+FHpctBfabszYYAQQ43iW9SjcMes5Spq/1sQQYK9rR48aNkMG6WiL0EIMeuHevHB8uBSOBz3xHgxrBOqg4Wt8bgxi+P3kv6zeB0rnxY5Js9fBr9fWsIS8elR5y/nM2ogken1eteihZB7QZkaNKgEfxmlsU1cQmUEt2DLTnrgf0T9964hIebUTHPBWvZEDV8NFaLE8zSGkcVMCxkVBhoPCN/EUGsKLFzxutTSCZJrpCJhDRQlomY2mMAVP6oxFE82Yw1M7W4aASUeeuzztWyf2QvdLz/I1gFdiFZmpb/CKjhazO1c3Ufrhsf09b+QQV/CJ+pr37RkZ0YsqR8qF+CK84qd7lQIVHR9VPm+eSUb312f4HQiHQN+px75dZM5T4jI7aVuARhXgx40xeMNQlP9ktU9MEd3tmfw114NH0bp8PqoPhwCjV+dbG1QwRvVnZBa545CAysa/wVAc8nXvSLdedAyFhF3cp7YxDfw4+z9UbZ8Cbj7UdNbbBUBkmJ5NcTkQfuB6bFH1jQGNNeGbRj9eQ0NBIO5JMRMV7pc3u1zBgARqtcIOh8FjlxnWLNSJqlN7RaW0zCLoBdDcssRS4cXt/GcwS0BrL6QU+6wjY+13s1q+sUDiY2DXkZo9H2fPvxwjfguBP/JeJ4xKvYZrE4Lo/iEdqah0FrTohIDRnYZ59NRjkLug2rJXi0ffmkRdCZwcg6tqtBx3ONEg0fsZyhZ2MuPCP//6yHgDO8c/GugoNQBRnux7VFYdentroTDg1AAdXJFkSNRogyvjk9iUeMnp9uP5DTEU/iOGmMpwvV4JhlOTO9UFmnKSeW2aWBnlNu5/QLqYDP4ex7hc7LPo7+pov+FoqGLoJFt3qTIUcRzO99EQs+nZWeQrNpYF9sdguzpVUsGtrLjTRxaKhy42ab4P64eCxn4NCi+Wwvuv9KfXdFHTs/ULyl4J+sB7HlN3zKAdr899/SWNkdIYhjQ3K7wdW/TMrbDYVMLvfQevSOLOermmxEec6kF1QXpsyqAW5J3pH5LOw6CtO3+lNZB0Y0zvIka9r4J7I5yC2Eiwy7tcXUTWuh+qim/x/2Gshz7jvo84cFh03kav68KEfMBovXl5wqADPj5n/XUgmI6lTOH0ZQh94ZQqq95bVQIUDa0o6k/8fb341pf3qgzyd9C+X16qh1EJu8mEBBQmvHuJM3uqDOzRxS1muWojtm5QIy6egzbWWF5Gm3RBusvXzOj8OTgjWvLN6R0aeE9QXyhndgF1vGLBfIEBmrf7c4BYZDSPbosTHb+BIiNRDhl0NmI3zk7PiKYj2ruKK6kw7cy+n73t2pQCG3LrLMIxYVGTygD9bvh0IQZOUUIVGmHltsK5lFot+0C07/qtqA5OgPy8YrxtgxEL2yTJrLDprPfSdo7ENnIpOVrSHNMIu0i7+n9tj0clE/h3lPUwd0RieGsYlg15Gu3PTvhgk53/oqeh1BAdi6yqubU8FUbEup933Y1DsZ2uNtcsIXCR3PxiTS4J/cTROnjsxiAO17bnQ1g8u4jeytpNL4KDpr6iVejJiF5XT0WbOdfbfC/u+lxfDCP2xL+07Gcl83REdPdgPIhr8LF/GikCWm5E5nUdGcttqzSaYfTLda+c8/LoEpB+a3D7G7JO09Z8Fx5s7oXbPkcHMD1jgWBUNbGIhI0JErEDDz0440Pz2gPhHPKwqWP387yAZYabF3Q5gO8EVw104zkKAdoP0tabJOMQavhzG7dkO6vL9Z9nWS+BFJmOwJTgW8T76QfT72wZBbHjvwHOl8GZr+8U3SrGoK7Wvp2hbO8zIqI25WJQAteh854xaLHq+JTRm7srUq6OK6wbHqRCnwRbrK01BMxc96c+D+8GcQvpZE1kJD60O9b5k+tYTYymRlzK7wHxF3P20XwOoHWP4uAWS0Upv8rn8T10g31Sx2H+TBhirGGnE7MOd3i72dMluaHdXaXzxqgE+N+M8nJrJ6LIQt9XfkRjQyjbsdXRphh+T3f58hTEIFQ3OF/ZHA/+pCg4W7Wb4t264UL0bj4w7tMIdL0TB5jFF0aG8Avg0dANLksUjLKveew6LCOCXeybVUZ0PVY0X09aY+hPjFAZn3lUD5yeTq5NHUkF6d7VKbl80OhPrI299pBpkz/dsRCinAz4l5LCPZzTaNMqYwPZVwRO/itQQmVQ48l0p7dz5aLRfN+/jCybXoSt1ly/XBEK0MqNgsZaE6vvCsT7hDNB5QMzYin4Jp65X8F24QUKqf4wN6PJMv69+49PC2Wrg6mKznWolo1UHzzzTh91g7Dw/nRdaBQtbDrTnM2R0lXK4gBPfDcRhI/XFp8y6cAIrPH/IKOnFhPTb9S446ILxiCZWwbsbWh/bi8jodM1AHkdOKnBlOf21MamH4VM++tyRWCTZjPTCa9Og8ejysPhqPeyXtjbmNsEihsnVgfe4UnAfFtc62t8MkhsM75BHGJSZXGl+d6oUFLijv35QpIMFw4Dr3GMMeqYrphfJVgr/rCuHb4vR4ZBz494s5r6uCPedW2a1g/yH91gfr1LhQ9yRm7MBBIQzqpDIkOuAqQaBS70deRDXw86hsRmLVM+tPRX6hYONhMUXFgtNUNv1LYynm8mThvN1t92iICPUxOr0YBM0ygXHSx3GoxGF9b6+kQF4KexrCrsawcJVW8VrMBa53fMrUPoxACPG13kwyg3woOK+d39mLDp8Vd31MScDXmQdqHHe1wjpbPl7lhxj0aE/Pqx51gwoUCg8nWDcDEF3XA1vUUloax57d+khAxjGL5O2f2qClbgfxTMYEvLcWzZKfMmAovP+X49pNsM+P5mzevdICD/ZZmRBZMCx46L69sw6Rx/xPL+kQ0Lp7GZXGxwZEGDM3xIXEQ75JQcmlhNIaNFJgg1DYMCSzB9DH+NI0Bnxs/t4joQ6AlX28m2LB/ePmVefc6bADxHuE68JOJRgcunuVgEZJCMXoicbUuFp1aC5cjMOkb3HjWK/xsKJe/VmJtPJ0F8kr8i7hUMap0xmb1fGgG+RqLcmNRis6h9VppXGILvfPSOzATjobckVIiVHQHnkiun+90wdw3bYp6lhYWWY6yk/7SX8vVzXXMeOR4/vV4SRrkRB4l7lpHyDSOjjGQ0qk8Gjov7Xrc0FDMCbNWODT9Mg6Lf/aYYACalfdXfjZfJPg3+nzREHGsyW/ryWUkVEt44E3DjTwgA506Btyk4NsJatwFX4hYhefe4z4txgQGVLIKFYqQH6Fr7tGg8goq+05QV1x0ggaocM7C1OB5PvZIY003dD5miSu00IQND4736zdDh418zoZgkeHetUk0t5GgaTO64eTr2UCj5+xw3Ng/BodVMtY0upBNjfmTkSb9dDoEPt9SwmZ1ZdmMXe7CyB9XuRDtub6iDQkLYYwORJqqtHxzHrUvjNnzMRfbceturuBCUx45wm+8aGGcUwpTOvoxtWB0cNrN/c8Megvk+/7JRDu0FZjF+8OjICqPd20RKXyejl16OiT+IqIPuDL8M3JBVCJTA2P39h0NUC3btpCRVwW3zC4I13OrwisSyrrmIQv537ollHOUyXCjTH/UuF1B6l/bU0DKqcqwwvo3UCn5N+ZufDVEiIPFO5dzMOeffHV7oVdIKqcAbxfmY6KP1N3uj8GYdoKyrPWc93wn4tJ1+mBYS1lcYT7yriEHl/Yv0B7U5Y69FsUVLMgLAvWaeVS+OQ54jQh/ftPcA19/ConVkDjFkE+yA3CuouSeWv7eqBr+wCgrqmNJAQuRwW/5Dpx8NkTQ+p9MJ2insOL08DmNSkFkZGUND9gbE9qXKlwKt0V4nwuAlM5W1Nq5k6kDnZKd9yvQy+hJnIbJ1oAnqsgOBkAAbp81insyyUQv8/vwvcb5uAL47nlSjzXl6+9X0ynR8P6nMrPK8e14N+4LVjJ/1xKO3ec2dhyURwUtm9UyqmDv6o4FO0LuGQuYHW+A2RJPhu8KAjm5kffm3zkIwiDg0vRsay3xuA73zJ8c+eIeDmvxB+qjEOqecX+SncHgAZDp0Kp+VGSCskFLu2xaHvePsH3OEDcElM/xGrHoIBw0J15B2HDP+mpLqploKu1BW92TkEN3g2wz4wzwVnGB+X/QPhaqJ5WB5KBeewCTfxGTxquT2/56BxPxjVs+yRVa6E9318Sw66FKSEvVqZF9APBE2jHZ9bK8Cw8JP/az4King29uODbCp8KIhRVPGKg5ePa0w6crAI48O9M0M/FfL6nolYPE6ARH2aZUwqFnnPvMSrLySD6g2niZ/iFLBKlmvUXsYi3KFggsX7TnhwkOfLpykS/JEs5WXnJSOJE61ONSG1cMzhQJLqgQbAh1iuNttikbjsM46jHbVgyHen3VqFBveO1DmGeGER6/g1urh9Hdwhbnt0eYYG6t+KeA5kYNHNwXmeHXoM0L3bXrZbMw+81E2S6d9IaLi48eW8JQOqxfp8qYR86N5Zk1DfRkIEuLVeIceA9/Od4H4/H/q/DJv7Ho5FxxvadvJO9gMftVTT8EM2dHjaBbmSyEhhujPWZ60fnsRpP6NwZYHQqfNl8h5kJJvWaCbCPwB2pXz5Fs+yobdEuYNiQkYvukPPOTb2M33Zodqr7lmweGdsL2cbGWGdZrIDaHUgLaRnFvW3Hj7/Ka1wasSirpXuNa3pMtjupsO/JU4HwjN/RXc8BtnUmQYRpsphu+LUPn5mPMSaO4a7BYNMNDio1dZ02O8p8hCrSgeyJXqhSyAgsxy9Yb48Omxvq/F5sNoMH6O0JNZ7mL6e7ZDhhXI6BAq+P/1fvB0sv7cKqB8koO1hk0cW7OnwYk9ATomKB/gZfxpnjycg9dzYUpfXuSCh9GbvuGYVTB09LxlpFYX23KybPXUwBzoPOrxLGaPCXjHd6TfUKORc7KQUWJgNLfoNwd9mKuGXbPoR+nAUasnSzgo37YPlvzVXpNjp0FnPFh1bTEEN9wkLwU598E4dn3EyphlEGzm/2jB5fse59ouXUB/sFDl+42ZzMxiENn2IZuZnJ+71P/8kD0DpaG7d+yo4QTol+0w+CnGf4zdfk88FBc/ArgDuarCmvo7w8IhCXBtsvLEf0uBr6YkiTzUEvzvxCav6WHRt2etbl1wamKmp/ZXJbwS0V8xt1ZXpg9onFvkPNYOb3+PclqRwuGTVr+5biEfv/5scTcxsAu2wW29nOcKAffrcnZ//K+G847F83/+PQkpJVKQoZSSj3lE0dCCSHaGUkayMzDKyyqqs+77d2957733aW9xUKEVSEmVv+t6f3+/f84/rcV7HcR6v1+t5PR7npReFTl3Gcfz50wwHztwr5frTAG9CAloDqwhot1GPsLltC+jeDDBPZG2Eub9X49m5iag3I0fAxqwU+Py/Nl29kg/KfSZx5pcj0GvS8zHfa2Uw0pxoHfU7D86ItYYJhEcgJOInMFNRCq/mWQvKbxSA5Bn2Z9b3IlB8FNNNiVsYYNGtrftl1wAyD6onY5mikIq4P2bKEwvOOipDFimJMD12i8b4CYe4V8t024swYBqzoGmrkAw6mflXupdwyI31khPzQjgIT2/I5swnQptni9u8eBRa1zrzLTSABngM43OGcQxMvLOotbAkol03rvCZuHVBQaiLaZZrHpiZW/mO/qIgxtEMx0dONLjhQnTquV4HEz3z13bCiAi4cK6D3jTgOyX39bZjLYRIJDRfcCUiUoBsryOZBotbo/Nnj9bBokU36cBVIjrQqaviEkQDm8UHarGODbDRMP/45aP/3fNadAnrKAcBXJNxUlouDGX7PmhVjEReI9f5hBXKIUPwg20YIR8C+O+tTTFEIk3uutU8znLwDHT8JHI2F5yjCzq7piNQln9Y9CdRDCz95c093ISBQw0r0b4sUWh/6nI5n04F4KPnFV615kHsvb7b48GRaPyS4nemmUywDpdt4yioAA/l4dMWKhEo7RNEXFnphIKtb6TTXcWwOGzv8iubglLE7kgBuRPMK7onNY8WQyjWlN/Kiz7vZY0ZEyxdoJXr5Rb7pwiq8Ylt1iUUVLi1rrLHqguaVW3F+JSK4VVuH8fxCQrSejHcWF/eBYNlab/3dBTD0fdB3aF7qIh7r5FR5q0uaK23T1QQLIGu1Ijx0EEK+p33lOXEYD2w21S75YrVgPICAXR5cejFSb6zk+cQMKUsRpWrVIPZJlca7y0cctm8Sum2RRCxMD7760oNSEbxnTnvikPswdWHdLRTAF589XxNewUFvmNTjSuRSOey+t3Nf6ngviV3Xt7AB1R6KJOFRpFIMc74RShDA0joVmpgcJVwNmZl1WAUh94uhcWeCkNw1NfRlyO9EhZWPjzPfYtD8YkECWI1AsLhm7axkxWwEOh+XCkHh/6Jtuw5stMHPf9VB380aoT+fhuvOHsKuu2ykczQ3geNjyIEtGIbYexvzXpaFQWVzr7flXcnA2wrbz6UPmYLI1+kJjsz6POSfS9txyANOBpxWr5EB3itqsq0eT0SLTMz1Hb79AF2TSwyhq6fTOILv0lcVJQi8Nz1ZG0fTAg80U3jbIK965snmTooqP3HoOE7pkRod7EUdIkphalrZemBhRhkpb/7L+VnPKiejGbz3F8G9wYHnS4sYtBh4cuEr11xUJc5h6m5VAquiuE/S45gUX+eiN4BKX/gtR/LTduuAozWMFpai0J4Ryd5Ac3nsDhf+d3BogrGO5mq2+Xw6DjFzOvI/gqYu6Pwmny8CWb/2kcSLSJR34xGbX1OOfSxF/7kqmiEM0saOJJ0JApk6tjb8SoPJh7pMlw8SoVbI0wavMRwJGN077wsXwEIcpWvifwmQ6/hOoODZzgi3WwXmmzLhysfTidevxoDIUaHTi3S8+FrYqjZB7EUUNzUGfvrjkCzB1fnxoRB+LSC3cdHCuC/B13Nl5ui4dpE+/wpes48RECfJLb7QLsj8WcqjQiBd3dcdz+loLs44//MHN+BDiebvKAyAo7L8wJzMVT0SeXP06GNXvCTLP6SYolA8OPzjLlsKvrRkDvNz/8OeLIrr5EYELSr3mkMyKCijZ15ee9NLKDeqfteG+Xw5Cgl8XAnDvH9zn5oJhkFTUv80Y8ul8Pjh4PR8Yk49EM1gKXZCg/sFc+IGIEKiF/9G7ntjkNT0zfEhZJ64e2U0r3bHAgeWyh/d6H7C7cIc1j+TA3kV9zvpK3Qc24682yhABbZunId369WC1N8MulpZ0uAfb+XEJc8Fs1+wbrYo1rYvaxpvHKwFMRy7uqwWWJRAry/XcxaB/9du2PPb1gC/wgE4UpvLBIOYQufPpIDCSX56hvN5eA30fDu9hg9Nz7LvXLXKBtwjCxnp15WwOkjzdpH/oUjG864xALvMjgifJBp070AylWkj2vTzzPtmPQ3alUZND0sbmU0oPNubqv7o6YIlP++yJBEK4WNVxUFrTsFgHs+mf3APAJNsL78HWuPwH/w4BJ1sxH6fvH7urvhkEbv+Vvd2/VAtuEwk97fBPcumxu0iOBQjETjhxOurfBq5PjV143pwNrgAd79RPTwOHM6R3srKKyVRknT/f9cyL1l1f0ktG20JHlarRWK92+FnnHMhIQd507nEiJSn4rxEh7tg5I2569qnI3QLmGe7xJLQQvTKmTxuj5QEl7/xF3YAC3m2ZdS2yho0VX/mtQv+lwze3yJSWuAP6Yr8lxhFHSLTCS5dpLB7N6yySg2DS4L32+IG8Oi1JSjw+2KZIjBTRkJxGTA4Nf6y5MLWHRRQkHU4hcBujjvGZKC02D9i/fzvTdxKM0675x5civE746zSQxzhjTKedzrRSIKDbzKfYyzDVQ3fPt/Fz2FE/5mfVeAhAYqHwj2GKTCyLKL9F27EBjrsbh9jBCJbqtY8gVrpYHuiWXZlqfhwND49FkNRCKP/ISLISspgPauq8gciQDnYc7jw+V0PdTz5/CMqwCT61XsKvMIaqVDYkbz6frZVq5VoV8Jd+X67rPkIDig4qRBZsMgVyxmifSyErDXZ98TJOl1cGfdoh3GIIZIi0n973WAq1zg7twTCyOaZUlsbVj0cNzr1fSeeuiKMklMUUiAkMft7r4DWMQpxp2s1F4PGo7piWtb0dDgJpcpexiHYkWLHfS3+kF68Z6kVGM1+D5eO6EQREKXf8VLNu2iweiH8n11DVWwdM9h9PozEopVxN0rFafB3mSOaExZNX2/2fs/HSeheZFa1/7YNmDocnzb3lMPh2VJ04sJJHT0QpdHWGgbeBQ9MJf4WweDg0Wlr/AkpNX0/vWXc23wtDWt22wPAtcsNUKbLgmtuTA6yfJEQ/bej47bFzPgRhN412KxCP820Z5NMBr0Xp9duO2eBh65Z2WcMFh0OP2a2/f4GKCtyLBXVKQAp+n2XikTLNrX1pDrbRcLYUQxhR//0qAzZBehXgmLhlVtfs3HxUPKnb5duiGpEB1S8eXyFgZxCRzml5oph13+JpcT1qiw2o1jYL4biY4/8Ck4oVQB6+1i7bfvksB/9/lzEv6RiD+9QP9WSQV4OXfHHXtIhYKc58qO1ZFIQegBbd+BZlBMXok1e1MKDxerCpSOENCGdlT9vrvNwPhQbrr3bRkUtZFwL28T0IJI8M7DsSagWTPUFviUwQ3GRe7OJTx66kua2c1VCcZFjkd/HiKBAiWz1vdPJPIPd1YZO1QO2aPN+/9yFoPTj0/Z935HoKQTduXOMlYwN9L8U7u2Eoh6ewemvfCIGrap+tywA+R41QxxPXXAsLjZfAWRkQvXjqzvZDvsJBTp/Omqg8t3xCwXPMhIv0zVXESxA8qkpPLvH6sDdSrVlLuYjFQL10xa+1tBDetvKTOQDo/OVkse4SYh18MClZYL7VBgfMNvO74WVGM+pZ56SUbLhANj5voDUHSYt+C+XRYUPx5fTFnGo3N3KmZt/jXCl+aAtCTzQgiSslT6qo1Hnd6aCkvVjbD32NThC0EF0K61/6kvPx4t6LczJks1waPqXUrauAJwLlX5LeOKR3od5q98PvSDjU1ixc/lKpATCtCBDyTk0Tp3aPx9Pyx/+DqgP1gNn8tjlMI+ktAtNu1Yr9JGWLtgMfqYPQ1YzzSzNfLi0d671wMHLzeB6Js6zNazNOiQP21/2ROPpqNb+QifG0H3gsF/fucyoEkwIsLkEh41SP8zDzJqhsYidc5ethoY/eG2cl2L3scH+34pfGkCM36T05Wx1dA3Iz8nv4hHyUUuOMa6fmC33M2YXlwDTj7LN/vZyGhQjH2/XmE/1Is93jmIqQat8i4msTNkNJzzoOdIRD9ste8MamvUgDnLf3dr7MjIxF7o1+jtHpjUUVLn38mAzRNSt3GRVJS5e9fei2PdQNEbWftqlQkLnHvSBp9RkWz27LjaZDcoCMmSFI3T4XagdZ2iOxW1xHo4czh1g/eQ6yVqTwaEeJ/e4tOlIv7R5GPnT8UCo2xGrdZOKWhY6zAZa2LRl28L2amfK6F9sdxvV/xTeOYld4sshUGBqm9efntRBa/dW/S1/3nDaD0z3ydjDPo6yYD76FEJgoVZPu94/cH8iMyiKRcGkS+Kr3wuLgTy8fgeIFZByx5jyhXXcGT0+bd3v04RCIvbyxXiquFvV7Ipi384wnMqPqC6FsJDsUMnClyqYbSHIHfXKRwtvUbO80xNsJymeuvOtUZg0i15/0wXj8q0DY560vmQsc0qv/heI5yfv3XnHAMeLQcFsedkNoLOY501vd8N0Ln8YEyAE4+YOKFC5EwPbOF+P3urXQXXVs3UTEOoKLTh6GHulz2QceKesu9cFViIDTL3UqioviDXaWC7G8TSLErHLavB5NSLD999qOjLgsjp90k9sKvFvO/qWCWo0BsgGU9F8bOzOiGqjWDz7MiP8ZONYH7497lLnVGIO04r4sD+ZliIWnn7uyoQcEcMxd4eJqAvLzOmgn2aIW9jbk/L0ivY9bg8b9CagFYpzot6Vs3wVPqFF+p8A3J3YwXGDAjInTK9ldKbBCdOtxXe6c6FwcK/UtW3MeiUYbLWp/lkePXwQdbF2nx4xiqxmbEfg/g+fS5Zsk2CCqlAwvzvfOBQfDViYEr3EUHmfI+2ZujtqI4Zdw4Gx6B9gx2xBCRzhZGX4FICH0fs0oc8G0B+3d2o6Vc4Yr9wlnxYsRTkJdwihV0bYE/pH+ZI8QhUkXeH/6laKTx1v8U2P9YAF59HGgVIRaCU90x/gudLoGpvn+5Hngao8VLbx8kZgbqTPfcGpXfB+uAFB+7UDGh0+dqiy0jn968+8fXH6fxocybY9HEmPNEZ1n9ST0GUpBLTYtUuwK4WPjpmmQ5mb71G2N9T0PDRLNn4751QkZn3w0g2HbzshBk+JlGQTYf9SeH33bAZOeW3XOoEN43lSrNcqOhW91Y7i203tD77SvR68wSWWkX11rWpSCj22frvyVgQifxsZDMfD3E/DcO2L2JRxGoOx167SqioCLrULlIBIcx/cUEcGJRUUGgrtF4Je2fVvvollUOEfu5602UMkqQ+l361UQkGcmbBJxMr4OEQ821RWQw62pnFk5jZD3cP6XOmctXD923pFiZpMmJ6cvduZkIVwLDTjy/uFTC8NKJeZ4NBi9kPPZJtaXBsqGnjr2cBhCz582+SiWiWOfBAqyMNFO44v1gazIOvmkMbChFERNbTX9kTQwPFxxKlrSgfNlKm33y+SETupWaZjolZwBO5+OK8JBUwg9EvRU9FIMV83TJn1Sy4+mV5tlosDoxnrrgv/BeBpvUVTL/Q+2GXfZdF9m00NM+pf97ARaAaRzuwNugDLgcedg+VXFCvLIy8eYWK6kQ/NVVe6APR6ap9IzdzwCv6yet99+ncZHjGVcOlD7ofneSW/ZANTfNXpn0EqGgbu17UmdcLOHln0eCidNAOHjgqSs/bJV+1Z6WKekGF82l8GDETMv3NGTno63LU7dd3LvXCdKGa8enIDPCs6lS2yqOiX82ZbvkX+6Dwv4MhBEUEDJ11+cGG9Nx+wjp9W74PbD+GdI+9qYfXPOl7fLSoaKk0d+22ax84wnRJ/REE1zq5S735qcg7N+RXr1MjXJhNixI1qIK2lHJh4s8o9NL/AEEC+iAy8KnBy9gs+BQrxx2gSUV/NB4duhDfDEfrz4/kuWZCwJb6hyf+BJT9j/nlu5YekHAM+vQ6MxNCDxQbs6RQUb5BGE9VcQ9UDaeLajSlQ0Ie60pMIhVdzxM6cjyzCmpuNXw4xN8E/jNUGQU7DGqWv3lsWaIHDlNK77/9XQchmZ1qsW+oyGXxratHUA+EJVko7c+qg4TRx+NvqfQ673DVSET0gFTJ11/8YfWg1XqqYC2ais7Z+l+jGQ9AkPuZ0p6PZeCby+bMMk3XQzHDZSf3RpDm55lToHNuLpNdqMNMFPJ7XFbrs9EIr178qLHibgKr2hdLNzXwSPNjUnS6sx/YCsq1VIiXwUprTOaZf1Eo3SrFuPqSA+D9fNOP8ZYBtxLHHiNrPFob1cPfD3wOKw2y5h3mpVABAhVusnjUtFyzN5LcDK5jZ1cDpGxhEiW74V4Q0MqsreKrw82ALHNbdH7YwwO7mH3VfATkJPBJd4BWDHausZFHzydAk5fFwkkUju7E1X5MPlwMPPnZTgMdCTDEz79vV3Q4+nK4ZHCHnoeEuXfCksdioXBdZdyaGo50bOT8fOposKgcWzEYUA8iDswZ+DkCenY8R+c2kQYHA6K0xX7WQbzoGJvpDSJ6lLhY3RtJAykeFv8LLfVQcySR+FSDiA6589zbV5cM181wYnsuZwLXp6P5jDwYJJg7aFXElQpNx+7PMn3LhNUQ907p3EgkcO45RHclg8od3FMe1+z/931AlZ7bj+2xqNQ9/wZiEr9+yj0fB3D7u5SdexQK/pI19P5SBLA0xBtl30kAO0v51QTRKLRDPO8tyhIJLcsZ23LnYkHjRekTLF8UmitM9MHWtwPZsCS9OyEGmGRvy9SYkdG0kwx2UK8dYph/qyStUKC/n1mn/hgZ6aycD39c2g4fPlzWC6ojgfm4X/B/RmSUWWQ7WXqvHXrSE3JxmXHgaxIst3SCjB5tcRJlb/bCuvTK6Mk4B7hrtHnoeD4VFWHYNFq/9EC1us/MjtIT6I/pzmJOpyKuP2kEbu9+mNcZbpLPeQkY8j7Bq5FkFO49mWxwqx/QwYVfD8MCwancpIh3gYyMnqouiwdUwcI/dlvx/3H3nSkRJjO6TzW/59Y62w/+n/5hW09WAB/h0XakMAVpE5ZGfsj1A69N0D1z4XIox/krz7FR0OFJ2r0y3X5wLPHNc9wsh4cOoXqeo2R63p77UWPbD2dvvBmRVSyHTJfFubgCMpImsWbo4ToAb9gnNxWUCpvmrSrHvpORueHsR9xaBwQH1RsujaeAxe+14pKTFNTld1Zo9XgnSCuevtR8KBn8XMm4UhkKquwRPmL+PglG/piYBC4SoFrV9KCaKgZFUF9hxroSIONHms50FR7OLAxzEuowaA+zTKBocxIYDx2Y3GVIhTIRqXcb6hj04Fzobz2JfuDnYsmI7EBw8altQqkABYXtvbMd8LQf8nO/1yfNITA4Xttnm0lG6dHnQ1TG3MHPzECDh78cQqqOFrKcxyPKpVtvm2wSYMHpHeGHXSOwWtX3eH3AoIZMv2vcq4nwSdnqw4BiI6xssGrzeGJQHrZA4se1VzCzy6lkwLAcxmt3/L5+jkL5k9V1XlL9ELN51EzgOgKd6teBzMcpqO0CrXrsej9U8XldKH9TBHdNI5gXmCjo174o+Wv0/katsLCedSyGg1mXj96m9/cf1DguH+8HJt7i56vqxdAza+Bz4yoF3dPii5GUHYDak2tnnvwsATGmmC/zAgTEqzrXfNlgANxpbpemaKWQtLA33pvOQXKp9ePsPAPwsOnept3HUnBqZpU+qUtA0aaVogLbVSAoMNbOAjXw3frm5NNA+jyOfaC5nKiCU/m3+Cve1MAbAbU78or0uXtxw8Rm2AWqI89++ypRBEg9cSRTC4/SOk+qBXM8gaFrqvvw1wvB0yUydi+dL15T5quz+F9AtnPCQYpeITza8LvjyUfngmCB1f39lWB+unJ4xaYWCr+EsN4WxyBh+TmHFbt+aFGg3L7SXQTh26QLanlktKT+o6IqMxUS7MmHw52z4ePlUBd2j0g0/SZEw8atGO7/ND7PylcHKRaDo4I54WjvDDcDf18RMNgK/6FO1YG088ORU5hwlJ44KPjCoR+oczeWfX/ngb4T9otFNhklvR0/cl21H7gC+LDXK3KBPcg74sUcGUkM+tnMGFcAeQQz4cTvAx5h8YFsEZGoyjiuxmW0AnI+LeAJwsEwFT2s594fieb5vTtbmSvgCim6XWg1GJwokgLfzSJRlr93jvEnug6bq9+MeFcHfi6iu080hqOsvy8T+nmaYXrGwPrDTiPIqlCyRPgJqPQ6R0hwRDPEjbP8aedpgqLn1lI33Ajor6qrHa/UO7AOums315sFEj9dbYPTqMitJTvZLvUd3G0UTjk9RvfNAM7j6jgquoMe/TmW/g5+6ciET9Lr5ld658oMlorEl7uTq/NIUGEhLxlqh2DGIK1zlAVH9y9awKFqPKidzaHev4qAhTl3uNAeh5yPXvsly0yCDdt7r4N66wHvKoepP4FDEfwPVzlN8fAl5Ii1t3M9bLtcv8bsiUMme9adbu+nwS0lw5GhCTK4EJ9Y5ZuRkNnoulDQNRqI3ikVemRJBcPlkIThDSJ6E5oxPstLA8fT48leazGwffDalUfKJOQdsvkj7wYNoiKcE11M4+CFyFNJziUiCktPyfp0iAbl83rf+/py4PFaokz6XRI6ePpRiocsfV1Cv8UkJwfSPiYcCN1FQh+OW70OqqXzyI633m3xItiQFqibT6L7/rC9DOPuXjCycdjbsVMEM5var5qyqMhP7N1Di/AeELrv/x0JFwNW+CT/ED0P3DxzqrHx+jsoaBeEIv4U8NE0102g55OP53krQgd6QVPEjAffkwS0PxNZafR8pcQ6/ztLvxkEV7XW3zs1gNwhsxuFagR0UNCwL+pgMyz6Cn1S2N0A05X19/l5CChrH/PI7mfNIB+ZV8zG2gC1wVNnYx8R0CI3hwMsNMGrZ6bSBnReyM2+ZvaDkYDynBW49asaYdrOSEanEgMlH5qR1gk8unpzSMr+XyMYCpYKz5/AQ9y5x2nj2ngUcFhGeJPaCD9FrMyLWPHwyF7xgzkLHu125Y+qP9EE5cQvD7VSMaD47Xs8rxUeTX7MNJVcbQR37hLui0LOIDAXrD90G48q3vB5er5shNvtZJ/mHjsY4qroQ//7z8YKk9pV7j5gPf4raNPBHnKNMmmyT6kIk9CycKcyCY4IZlyfFS6DUGOslrYWXU+EJspUJ5IB5/hQ9gBDObz9srg/4iAGMTtYYabUk6BugMnp5/1yuL895y5uhUE2M+ppEsf76LzmROkI9IH4YUGRARsqupSG+4/W8A7eOczsvkMLgAuPuE5UhdI5dDDObnfjO0gsen73p4s7rL2zmcylr69eP5qEBPpgZ8dt4ltEEGjOWNN0rajI+Fgrqx5fI9gXrznp8uaB6QU+dc3MKEQN2rr3bL0BDFk/dZ5iKQCDlY0fBZgoJOpOkT6b3wD7Rq693YPywPPBr9JhoyhUwG3NEnu4ETS7+V5IRFXCY6TKL5wahV7V/3eP9WAjSKqR16tyK4Bq+LDySGIUGuMZaFIPbYQq1opGG7VKaNPsOjq7EYUUVSpLhL3o3C1UYap5oYL+vvVb1n+i0LW4S4/nkvrBLrIlHfe4Avp7RTYKFcgIL3bnP9n2fkjqY9m7J6YciB4wbLNEQjK7kgUy+vvhVbrBp9XUCviRajvoO0ZCNRd4PRnx/aARsP3nvH451C2Y3/9pSkZ6pwU3fo7Tc8yQ+t0szVzwSOGyn+HCotIFaVXhOzGweH7boq4qDy5mbrV62WARk5XH/HmDaFBl2G+yQp/HmzSSa8gbLMoIORmhGRwP7g9SRuO48uFXe5Wm2j8MCt3CDV2QaIUegZlQZ55GcDP0/W80nojCx0re6CS1Ao/2xyOg0wi9sjZ72xeIyOT5qafi7a2QYLkW96a/AW659/Ib7yehtz4Fq+YbzaDJLbkvdT0LtHB6Y8ONBNSCu6S09q8Zdu2LM3nbnAM+m4HbU60E5Htd62RJYDNoiJQ6SoZmA4F5eOCQA33ulLd9sD00sCfVqGbcrwYn2ZEDQoMElKkxtPxwi64nufxrzsdqQDxE6rk2nVMwQmLyfz7SIMICbmZia+C05ijnNiKgfwfeT1zbhwC7knHd/08NBGRLH7x3HoemGi8UBYfWwyxrBCP1ay1YJH/hVWTAoZ0X77pPKdYDkXNbgPdvDVStfYpj/4lFRzpOdnDn1sHl9t1ysj9qYVR/ZUOtBIsCbHY1Ne5ug09pl33/KaaAXEN3YfplEhI7aKwer90Gz3zMarbMksBHtOOUqx0JFXCd2Rp+2QZX9z2N6j6dAiaNFJXv4STU/mn1mHZJG0wqW8nUXUsCvTeUY7IFJOSBJx4bIjQD6UFolWVtLmwq9Z0heRLQh7yjZ3u/IQgM1oefa8HwILOwV7Adh64UV7zId0CQVNLiuvMiACbCn6xffoZDWrn6FkXns0BeOLruxcZTuFZKExy+HIHWrPvIA7cQYJyOzlhahwIPF8ePJCMcwgzzsKce6YEzl45+a/tZD/pzuzGigVT0mp1JpI/YA6l7jvynRufTENI8w71YKjJx2fbGLxbD+aEfe27Ex8BDPGn3ZFs4wn0Mt8rcLIJ36lUdF29TYbNXn7ONGI5cfhFE9RT6YB17U56fvQmy9W+YYjSoSDfud9cjQgmsi4onFdxHsNNeWcO8FI6m296oHz9fCjfPdo8mtSLImkqQUhKOQCxAaH12uQR0IERfehKBx+aRo7eGw1GO1AwSeBALWXOcjtqCCBotivo/K2NRuuujbK6+fmDw/m+iYxoH+/QCn3yYICFNnW//fqX1g/TZkK2Q/UQ4nmZ/K0qOjM6ffX1N8FM/uMvYT6Wzk4BvQU/ZvJuEMiTO6X+db4HkDMnfZ3yq4c+5UErAMyJatOgtnH/VAh8O/bm0oFQNepdKjnUIEREvZbP8e3kLjA0pvr/2vArwVWyPZ9SJSOR5ve4XhV6w73hmdHMlBlpxOUn//ncPVFpWWKKiF5b33T9AuxQPWFEXzCidU0IW5g9Jq/QCNy/t8eixBJh8kalxkb6Oz41Q5AyMhqTj75WChRuA6mtj+zwAi7oPlP+HuRcH9c2bqb21CGJdlQgGQljEc0jwjdQcFQbrVBIWSAge7Tv/bT8Ji/wl24u39gyATJpr0+eb1XC3yVd7xpaAamaZi67ahQBRwJYtzjEddDYCv5/GRSH/xtiH0pSXwK3MUY9WUyFYPOFt2WQU4jvec+DH/mA4RXw5prWTAjwWzHGGaVHIOfPVZtjjFrD51BFnYV8FQz/lrh7nIKJTqzoNc3Q9lOiuvDiukQ1D7Uq8k19JyNlFXNYstR9e4tmZ+CKzwFFLPqHiGhnVaeR/UWikc9N/Ee5GBzOBbfP5oVkGMlrM7JPN5WkAaUu/6xMK6WDu0/GT8AeHBs+E7Xod0gD6d0SSltLTgeLkg7siH4XOOQYAi3YDZM0EOSD3TDB50JUWdjgK9e/69u5QZQP8Pot9aXYxEy5iEhWZzaNQRqhTt9pqKxRtYD2n1YugZuEPk6okCZ2+6+S1+rsVRq+uoQ6zYnrfNjbNhUmIZe9Xqt1yK1xRPKwsb4/AVGJRYkOchDBPJ466SbVBuR32g0whAq7Y4DOK+iRkfuxFlTZdV8tCvMVtShA46mYMP6Pratm3oz5feRB8IRg/YG8tgVi1Sef3cjjEWhKWryyM4NitXB2ZhGJgusP6XVwJh27anPvR9t8AyH2m8C4czIUzP5I/nBAloBu7TK9kGQ4AJkF+iqyfA9YNXjivBTySnrn00HupFZ4afJKxZm6AOusMLz36PjVy9Wp96LzKc+oZcTdzPHzaSD/t/DQSyfI+f/PtXQUMSVd9JMbFQpeQsYZkZyQas+CK1i7oAqNf+8T+pjaA0EXWDzeYqeh5jw6HE2sz1FlkNzIO1kBj9qixPScBzbHyh++Pa4KjimLd5LYa6B6JYxVvxqN+HpvxuROd8HJj4QixPxe49ebJNy9R0JerjTp1NR0gSc0g96zkgK82h2/gNhmt+klmCK50AHZGi8xHy4bqZKP423Te/DloK/zcrglihi8W32atAfMAJfdD8Xik31IiTCN2Ql+7/jGr3lzg+X5YKMGTgorUp52tLnaCKrHq1TY2H5ZCOtr9FCno5rmlucg9TeCyN8Zryz0F5u/qJ0UZ4NG9NxqrPa5NEDruutsOkwKbT01zzqfiUdnD6aE3KU3AU3GYas+ZBhxZN17PtuNRpsl7R7jTAjSasePK8SZojW60+8pI14ezp+MNRAdgXuCztGFDHpzIVBSXlSUgouGpXIvibDjN4tBmXvkKRNv4otnnwtEsumLNUJMLN3xb899m+YHy3WKST2Y4ypxofKTilgMFP7BHg0pewwu+LFVfWjgqMdIJjjqG4Mp9Gwv2L2TQVO29xHwVh3yDi8aPNtRDpa6T0J0yIpyIChivPYRD341f6RbQfUES/8y5LoYIAyzOUm/pvnDA7hGmvq4Big0tzlg02sL9LQv8SasodJ4YmRfAh2Bk55dwKzceApRGwnLoz282m7k7d50GhTtjTn5ZBUAfR2zvKhEdvGHc+2KSPuePPKYvLruDf5nsx42f4eisV8KZm7b54MoT8WchFMGPrJsxYYHhKE4z2kLPPQ/KcnLPXjpAfw8laQs+UjhyzVO4afMfDfpa0MMgd7pvpp2RIBwkIU85jpKvqjRoyzK1mO1LAI6F97+sx4iIz2y8kN2FBu3nmB+f+5II28zOg4FviOjEP/mYJQcadFXoBRl/j4ejLzEF7Dgi+vBco+Fhcxlwl+fdPSEYAdq3tn0r2iLQ1d3fTrq96IW3PicEb/ogkL2VqP+/+zj5NYyJLvd7wSUVzE5uInhzYdx3nq7Pr27G2V5b7gGtHDFvHSwC+eMdb80zqShtV6jy94leYPudqjg/T88pFzCdmblU1HjceD5SqhCKM9iHYh6QwaYZF9XxNBypcE4pbIQVAuW5em/HZTzY2AT91HIOR7YOs3bCokXw880/QQEtEni01esvvAhHh9vIu+XuFYDN2c/Knbl4qD6hoZPjFo7u+NhEZ4U3A9gwOJ+JQfBkJIcU50pAtZ4WxFO/6TrIecNYCFMHzzfXEF4lAmUnLeQGX8gGGe6PXnKe9SATS9tRZolAzqc4zMnXM0GrZmCHOaQeKMNdnzsdIlDT8g8L/VeNYEKkuX82IcGtz2E2j5aiUPxlJ4OPRv1Q5i32uutTLLjm5pz26SUjgZWf6nH6/dCyznXbd5IK4yZVLaeHyOjpFE3XJrgf9mgdy8xpjgY/vNKddS96Ht6llWtnkwViGTNvfl9AQNDv13UVj0Bms6nKceVd8OXubaN7Pmmw6t3C6LOHinZ/ur0/R6ELdMIP6nF8SIWpD7nEpH4KMpFg9HGK6wLdzW63b3IpMGH969y1bQo6V/pty/dcFwR/yxa050mBK8ZHuOpbKWhS+OKuHq9uWLBwbT77rwLe5JhwfdanIsY/14s7ubvhnP1MuhC1EliVaQs1UlT0TlWi33e9C3guzD3YX1UBUWejhlLPUFHTalWCrUU36Kc74kyEquBZfOGTNU0q2vspbETQiAbrfVWGHaXFcGWIw7G0moiWOjQG13VpIPDWcu9mdBF06BeUTXTS87nYw9U9wTTYbvgdOHmoGCL6CY81zYjIwDV/Xi7OD/B2hZxPw9OhlJ+XZXM7ClkCZv12QjUk250IbaPrz6Q3jfleGQYdSvNdOZtdA2i0tIqVrQkOvi3lxO3FopSgC23+ScVQVxfhz1rVALzNwcsupeFI/vzRpQ2rYjjxyl4/VK0B9qw1XA2n688Ds5dV16aKQIs1U/5CfQMM5ERK1kWFI0ZLrpZzST3QcpnJZnd3Ldy7NV7DHU+vWzzPAEW+ByxvcCeq6teCuJ7AW/lwKsq6NczmttgDFia5s/u164BRcDlIhj4v8QFPGanfeyDuUkfye+l6sO2SsMtKp6I9EZ8D/64UQWte4/0I5yRI+0B+zErPmWKfa2ZZk4tB90QOl+2zZDjB2vcqkr7/9dXep6ZDRSDG/dE1qzYFznkcEb+PDUe+KTPn45Q6QHYUPc6YfgL/ES1Nt4rJyBvDImdW1Q4sWbv3EaocQfDLlX9WxmSU3F47EStXBB7rwRyi/okg6GCvkOQTjtZO3uG+YlgEJ1Nq9o8+iYfvJwkny/3pOvYm2tDmeTv0Gq9pkg6UwWok2ynLC2Q04P6JPf9DOzSe0eW4/rsM3rr7iwQ5ktFrzoRz68vt8EtJTECkoxQWv1OZLAPIqN1Tit/FuxAitjVLRZwRaL+XUUh1CketD8U3EX8RHJCQNQm9ikB5HqfFTdcBs7Vj+HvLdfB6t+/eluM1oGR7Rm+gG4vcuhnivonXAtU4+WP6egFscY19D5OmC5SDFkuUYg08LC8kh6oWwoEaubGLvzAInQnq+knnK63FwmvNYgUQpx/Z4cGERd6ZTW1WuzuBuZksbvctDlTEzu7CilDQQOclS1c6H5WXkx2eeVDg7fdzL53ofKRyWXTu11wrtMclqomM4+FLzhnhD2dJCOVaPenTawNZzWbx5kYCZO+18dF/SkK5GTathPw+GNs1d+7i9QD4egFJwggF6XZbNLt/74OCgORMluQQWBY/u7iAo6AunOv0k9I+kPyoNzCZGgpkLQm9aRoFeQ68LPId7ANDXkbdL/kYmLWa4I7OpKBl12PvLI+1QI6L4lUzoXK4/CGnj2+EgELGynFBMi1wbajzWf3FCpAyuS7bMUtAHsEjBgujzVAUU/VjVqYCuPesZ4jmEdDGrpJX8Q9qwT6y3evvKAUonEY/BpSwyOuS5UWtk7Uwlv0ygHEqBnZKXLJdz2PRdBP+6267GnA4QiA83R8NWXnqaftXMKgpzeNZYU4H4Oq0rk7MUKHU5e2v+UUyGhEaqqxP7Ie7mbRd7TUlYJmDreC/SUb7Xf/k+Tn0Q7vgIfOeohI6H61IPcwmI/2gLb9z7v3wjp9ZvWmgGFzP+Jo3k8lIOebi0fduLbCqxx5GyiqH4ntS5yh8RLSs4Lnw369C2MeTnnKOzlvvXuE2cp+HI4sDiVfu7BTAw5k8p95Uev4c2+TJofuR8i0Ja1xEIXzlDnieQ+ewijyNADO6H/0Z15IkveiHqPPny58Fl4J758pjKQwZjRc47X1hUALcH+/3F92ohvLix3mt4+HIyNAtn82hGJyq1ZXUdtWAKyPhcFlWOGrx00uzv14M4UJMYSb81cBien9qPDEccTAcLODQrAbNFcmHb22SINmD06cyBoNi3N1mGp2q4efDf9YzR1LgJNdjj5x0DGJk++e7+KYKdnFkV0ZEJINk8stZJnMMSshsiPaVpOdezVPyQd9CIHizj78zgYi2SNIR6mWtcLLZNAzj/AaKe/47P8BAQvxWY4spKrXQLjuwmPqnFPCZ0X+Wr2GR+Es9i5fjCOwHNTI/sjXCsKv8uEwbDv09fuheCZ1jxcbsx3/MNcAdy9pacWsckhd5k6c22A6KhXmMnVfoHC33z3fHgYzutq3NPP/SDmrXeG4+j64HPpUfl7zcyIjM0BkTc7oDzMfrHeboPKu9xvv+cAIZzf64UHLIvB3WFKteyGkgcCNw1PKcISPL/OubNli6XoUfV3QorAesnOCpFUUyqi/HbV3NeAwSW/t7XC4VAAn3aObTSzya+Bq4RZDrgPMi/3oMX9VDSU5ldnMuGYVbqFYXz6XBQ8s3DHzZVXCYQd/RY38kEpCZGOquTQP36xccg9qrIYtxq1j2RCRKvO3LyZ5Pgw9XH73wvlAD1tV1Px4cIKKsiZI/pgQaqLU9qf/5ks6VeyW5pRWISPzk0iYbuRgmXTR2vxVCkMeZIKZUHI4iVNfYn+QVg9WeE/twwQhYPo/z7pSHI8mqnsHmySLIEXoifcIcgfn1fyHGdH85eMp6IGywAjoJb3lVDhXA+/3srPndkWhWqegQy54KeLXKfKtMsQAGf1e3sZhHor151+ZlIuphlxPp8rPJchjJ03gnyYhDRPU7R1wZ64GnKENFLYU+17WK7xf6sKiRNYunpLYOpL1YZlFPORixsCrMVGJRIGPJkbbeesh3PDNHmKmA/tLZAM+jOASGexMCBEKB+HddjLc2FVR2vxbB349CRgd+hZYaR8CKEDPX+PF0OHR+a0hKOArdc5sO/tDaCaTl+d6iL2VQY5uvrRJFQVy5pVOUG11A2Udxc6wr+/+c0kdB4V7n+MM6OqExcp/6jRNNYDbFmVyMpyAGttSHKeKJYKUqkM54MA2ME11QBv38m8VaJJ1TSIIXpmkWFQMpYN4y8TLMBoMi3h1mCx9KgvTuOpXmzVRQ1nRqiLmFQW7t9ZSAhm4g6BwoK9nbBK+UGv5+tKciA6WDlg7m/TA+vd74mc5TGU4TVD1ERlOxzueGb/RDN4Xz1760GmhPufjn2T8y2m4KqYq42A/ysdZS2QvVkOAZJr3NTUHPBVkEkpkLICL4sedoShE4EH/FONN9SvJfb5pXQwG0tn+qv0Tn2ePfQ73LHMPR38uqP0745EN2/NvqieBioFZnuRkFhKNj19+9LqzvhoGyrwbhIY3A1jXvoEbf57dfapma2+9gSlR8vVSxHsIf+0nXv6DnsYcdOmT2PlA7sovv/r96cCwbufGfKxW9F0nzIVpmwIfgS1/7EqvBUj3ib0RyBLp0tYX1GeEdeLgYL32aqwPzY778BQQqWrx+Fm+7/g4mp+zxlcZ1cCK3x/WbNxUVifMZO8a/g4LckscmE7UgBr81SFFUdEnjvhqvZg4wril4hCnHw9iK0RuxoXCESXlICx3KBu1N6oOuWzEQ3dCKY5um+/iA5nFJ+nPrVrSyD4YEwmnj+iRDChbZf+XpustRB59d7SJ9a73BMllu4KYfFpWsV51+NJ0Lsgzzn43kE0BrPVqFmhKO3jsO2JlZ5cDgIBNWziYRjiqxkb0Hw9EZpv2JvbRcINTk524YJkHBmOVpjvRwxB5x0UyLgQZ5FtlRCTuFwLYV31XoTUJTVXLGWSI04OS/OfImpAh+3TcyrBIhIebtD7ZfdtPAODPUVoWev76ZqUyMuJCQQ0kBZfE8DciVPw2VNYtBJnfEoJyLhK7YxhWFstFAz5orNbu1GB4eUzrbZENC6r67zrwe7YfpZht1R5NiyHAQ1rvVRkIdwtEmhj/64bQlJuB2VBFsGPHpeZaQ0Pv80X2mXH0wrszy+W02HphiFOY6n1KReBTXiP73d6BzXfoDLY8ElbZKtgOvqMgP7T+2E/kOVBPsZaAED/4l5uI9RCq6Kf125W12LeQfGTQc/R4ID0w2N06aYFGVyEuhQ9opEPa25IJTRCr4f7TuHVmJRL8Tj9eeY02B79l39PUvp0OvhDfRhQ2DrIzZdl9pKwH17LsOTkJN8B+7uqr1rgiEHa19oeCTDN023gNPtpNheEQrVkQIgwb1Q7Ml7EpA7GjMe2XjGkiTFF1IpPMvm2i4m+5CFbCe9/W74JMNpi8tOCVeYtDmaHto7QoNIh09WiUnCkAssYnA9JaAXL5/OXLqYxsM0F4pv5BrhHNE++Baet2+XmudimVrh7rlZP2ZhP/9d73gJvEXCTn+NaRZXmmHm/OW8u0yjaDLi0+mCzBibbz297RlO/BLcEdEaiSCksTRq3zCZHQsQGApmO5Hknvj3by9E8ATntsG0v0IL2qh+87tHVgdEvPn8qoA8d0t/evRVFS3K38j8mQvFE4PL/uF14DZqOkIK51n+2suqjWf6YWFea4RC99aKHLX6r5DX1fNHh5IY2yCIzHlF3UdKuH4J4a0gDt4lK/rsz/2cyP0Dt20TgutgJu5YGpxCY8u6VqvMVxsArUO2jcBxwoYubJSnfsMj86MxxZbDiJgeo4C1fYhiEh/At9qccjm8ul//YcawKVRnHz5fj0ocgakW07jEJ6f5HFFpQEiC+yy3osimH7C9eQqRxQiHj70+nhoA9iy/fiZSvdB46uhte8gCp3TCAmZqiqE8dsVZtumqfA+QsA/0TUcMZvVirTQ89LFWVryPu5kID0lVlf87979CYW31KutMPR+pzp7Mhom5Ai/T2QRUTFXmPHGVgvMCV1DaCQO0sou2z/zIaK5ugyXlo4WUE/iIOquU0Ggk+V18z0i4qaFKQhGxMDWxvcBlIWFn6Yv4/zNsGhKNHD0RH0/JD/S/pmu2wCbVAETP1YyEjTIoQwGtsBowskdRZk4kDup91pIhIg6tLOuYCor4LBixsvLuxCMD+nU3qiLRJk80hpWKpVQTArgltJCUGs/VmzEjEFqaZ1PWq0qADPv+cDKjV6fG2pOybhIhJIZOJXUumE25OE2B1cgSL7/fM36Jr2//9pXIsW6gYrFrpr+8QKjpk0zPVk6r8Gx9Ia4bpBnlKq9ousLOuN7dGcfUVHh9WSXXVINMOE4zLZvKRouqQjdxe/gUEM/e2rovgbwyvK85+cWDwNeYg7/TeKQlGttvU89AkTjpZQ+iAFcV4LBnnwcOknL4/pu1QBNd1+VCfyMA+st2v4yup/6hoh3Zn+vArFH/vjnieXAtEhT5vTBICGy39eysCpgdAoUWHMvA7jcf2WQngOd+dkjtsZaIPdxWpwvGwIh2Xs5dk+I6I/wmxduu1vhCq75yNh/9bDczZ/V84qIOBru3Hml0wpfqanYQ+v10KnmVbpaQUTlvCvLfJktYGnBzS5rUA9vDvCv36bnnAwi0c6AKQkuMBpq61c2gn/UIRHMcwzy4z8aYRKXCDjcNrn+fBM88HerVAzHoNP9optumATgOKhpUjLfCN99vp363I1Bc5Y6HVfpeSn5xHdb9vO1MJQe7K5Jz0uPRk75nFUpg//4lHR22+NAfXnZTBQbgapzh17+cyoFDUpgTmk0Dnpf1HvYXo9ATCKTZyVPDIC3WfMK638FwKcwxzt6m4B482qc7bUHQE5GXdP8RgEYbs1dZ97Bo9C/DZOlc11wqHbLLOx2A4w4eYoynqKipXqm1Y/q3dCjGXpf/moDcIp7Mu3Qz0NB/2qKQGIrMJnvrdybmwr8oz+95+eJKDtMcuWmVCtcf3LXw/FGGmhpH9A3TCSiL0eSdFrodU95ih3VqqsEFZ3fM7pSODRllB3AoYOgN8X7ut9mBezMDjjYmOHQRkvq83iPeoh7JM3QplMN7+4XxKF1LFq5I+10Guoh6Nb+SQWXKthWvttv/AOLeGoubwas1INW6nfPF9FVIJgfYCQvhENUSyrN8Fg9dKeYCDiO1AGfyYdJp2EsMmk8F6o6Uw+2Y/4zPyvqwGDi4/vCUzgkdPDCtfSgNpDjHTWdsk2Au4GPxr0xJNRLCw/r5W0DjjDGFem8BBC7RWRRViEh470c2aHsCSDIh9uQ3q6GglMly4dmMUi2Ul/s/oFmMMvzJD1QzgaRq1n3vI8Q0GMqY+jji83wM85lqWRPLjxVMzsYc4GAUvqHM/99boLGUxqJLQq50M2xXqW7gEfp5xMnnrj0gROLbtRtgXz4alDCYyZARSJ1zkoJ2D6QeZaTnTyaCxQ/Q4/JbQpKk2X6rLveD4WKfvquExjY/+SqUk0oCdlXFP4dpvu++XjVNxEcHsRqDP8GviAhgzJ7Ha2oXmC4Jj2lt7sWeuROOKQWUNEeAZ9s15ReyJM0nO2+WAPKpRKO1vR1zhGjqnm5BPiyp8xVkbsWTu/2LJgax6C6r038VbaxMNzV/8hVvRbCWjJLh+hcPLbKbD9r1Avn0tI9d/lVQ3qU/bPtfCrCTKpjzabJcKiXJ2jQtgGOjlez6n3GoqudL9bMXMiQzvSduXoZQXS93qEXM1iUmnlSbNKUBrxWfa/beBFkaomi0Hwi2m/j03ngAQ2CfzV/S6NzhG16i0VjJRGNHV66EnuOBve9Y61u0flsa5Sx/pIACa1bTuaUKtLg7/nBlaoOBEv2lemEWSJS0FGWz32JA1mN7Ygm52jIqNl9060Ch9TigtS53uHgoPexz+17ySDi/yPmeh4OLVrWSoq3EgAT8Tev+RkFTv0XpdyhikMSKiYXUu/i4b+jH1VFFwjAmqJzz9YLh355pj0fTOwEhq1zEQkfcdBzUSAV40dBGx//wfCvTmgIPai/hjDAyULcG5pKQYbM/9Y6BbtA2K0+xiQIDx9GT8s6NFLQL1L189XEfpjACL2q5EqCPeeELuUqkVHzCw7Po0/7oWgggf/l0ST4Nt5w40oWGYUcfnbIS9kdNt5a/Ouyr4Sv8o9udF7Eo7LYAxMSJwcg2ei3QpxhJnR9LuvlUiYg3zEGRjmRAWBcCjD5/iwb8Jcik1bkCGhfmArHaFE/kD2+qaQWJYBzQ53i5kky+utpyn2gox+U0/xzmlYToTJ6vi1tgYS0vYKdBOl57zd8b1x9kgCHrWUWBNpJ6PnX3ZbDDIVQx5bi/Pl0CiQ+NtPMeBqOTGfq1JLGCkB1PUZDbCIV+A4U/9hF54LnHQcVWyIq4fXH1cexH+pBMtzUI4gXg87ePRVHw7WBfNwN0XTrl8DQE8PsQaHPqcm6jHhzG/zX/OXGqM0bKIoU+rJYRUK3v3Lp6XdGwW3tuT/UtHz4P1nXJxp4nByYdzzV7/vHCymUfCKRkVGyZUvUlSQ7JFGoCMnOSKGMZB7OcRyHY8/seex1H5vsUZIKmaUiIyT9zvf37/24Hvf7Pvd4Xc/neflgiu5LZAyqaKQJ/UzXBSwLr7BqZ4Mgwn6R6DBPRMw/OVae/GmClC+LAopuLXDc5QHvUj8OefyercvOboILln8qPH9RAC6//a+zDId2exjnktiboLEnaSj0ZgsE7RjzVATg0Fb1AZn8zQHAHXnPHUWTCAw0KfhiPxIKl1J4dipjAPIMhXrIY8mwhnvLQosnIXHR2Rv59wagxSaJ31A0AYrO4C44ppJQRnvIw+xFDJxTMtr7PEIG44W+mhAJPJps35w+zhkB/2SF5cyHKkGk6IrllhkeOe6NBrvNhoJoBM9C8iwZGJoVd3744NExB6VxyrFgCDFYo9WNrISRi9+Ms8h4VMjbWXb08DC0XzYaFL1LgTJv1QljayISrxlAM1zDwFAS7xs9i0BvuvHZ2ctEtMDXwS9zOwiMLk8FHnxCBtzTh5pqfXiklgj8RBZ/+Cr5ysjjXCXsWqkxR+3g0ezZhIgIjaegar/kQDQlg0QSH+XC2Vg0xfBqka6ZCB24Jr88DRyM17GfKaCLQQG8Y6sjlDjwrzXleMlFAEdmh+BxoRg007GsR9MxAGymEsuCAWWgEsD6vCKchDLLfC6n1g9AP+KpKrtVCrdplD8qYkhI1BLkeI4PAu81rcEfI6XQEb6tmuFEQom0i94W2gNA31tR1zhbCmKz1hMfMkgo1mvpOf+fWrCy7JW+YotApEOAy0QJi0LPH1KZiimFzJEgphMaKSD/b7vzoRsGfbi6kJESUAIfiYFJ4iapEC91OfNYEAZNrEpkWz8eAv9Byd6dASKc9ku6/zc9HmW8dWA7rV4Lawa9/4KeZAPy+Pe3jg6LDMnblj97asH57n/CmHeZkHnjYnq4KBbFVDq+YxeqAz+LwwZBSdlwVSaguFkdiz5Ght0VfjUAkdpLZhEpFTD7r+tGUzwJiZWJsnioD4Dtmhvbnz/lkD+1+B85k4Qm/Aop/xoHYPLO4wmR8nJQat57khNJQrWWuoOjd0ogcgQzMuyYDruO+1j8gjEodjvjElZuGGh+Vx9glMmC1yXacatMRBQcXAOtuEKY8cziPcmAoN74ntnNfgzSkeW9tWJZBPpPpvrrzzSDOqtN+3YFBm26vopcTS2A3j9bj0r8m+DA66G1y2sYZLs/USe/ox8uDNrH3HneDOd7LRy1S0hIOWReq1hqAI77vaC3Vm6Gl7SR6+45JIRNPagF5wfAiebD3kOzJshhDXZSziYhPHN4qvj7Djg9bNIeQpcCBeu5Mlc4iag76ZXAZEQH4P7tifo+JYGM07zE5kwc6lgOU415gMAotWFBW60RhHSTDgw4x6D67FV/o3YEXWU4Pdr5BpDN6t0Tq4hB903bdgltCHYSMn7nVDYCh+zx0znlMei/Lp94BXwn6PSK4UWNc0HX4xh/QwIRCZ+/z3Q5sgnYFLL+czasg5PaFSSZPGpuJEbdYv3dBB3tBzIEX9UC46Mt9kd9OMQDRvpOBR0QsZ15/VFiJkj/bc49tx2HJEQKczw1OyBl3u+0vEkWlM7vo0BFHDpdrBJrr9MBqVXSs+XkDBib5MKYVcahpSathECbDuAPYmjVSkuBzQym0x8645DxE6Lqp8NDsP0p823CDAW8Dzv/tLuZgF62N3oyv8+EI2/DI6xNwuG059Iu8RgWSbtF8HZP5cEgqVQuXKEUIoX/rQxpRiE7HV2TicV8aC7kCMj9XQpdHT+6wlijkPSOmMvOmTwIEaD/LeBcBvhNg2Vb9yj0NfjZka07qWDyRrvYXLAJ6M9Nv46lwyHGnaPxv86kw2mZrdfLR5ogwItJ70IeFvHs69Ra8kwHuV/yugl6jeDs3iRLiMMi0Wsyv2m/JoPGiIbHpGAz8OAihZ/I4hA2GivYJpIEVkaWXRKXmuBd7IWULCccYok6JfbwVz7ov/xcdKC7DC73H0tq+S8KzT/RHFQ36gDFOaPi2y8KIea/s1aKdXEIKYWwBNV1gFYAzeXxukLweB7+pYuWiMIFC1P4QjqA48T32ZOsxRDNu22V+jkO8bC1sbGeG4SlEcZGjulacCkKvG1wm4R0lm0zUxwHYePolHwzRx1YiJS7S56h5jblXT6N8iAo+NyVVN6sA+ttCc4QIxIKq+ApNvWg5hLglKNE64FM1qGx5yGhq/zrhCyeDujwwvZ/Ly4Ctu85Dl2xcUjOy7aL6dww7FnzXXxrGAeS08e8848T0W1iXvvpvlYITKfn0nNGwBaqo1sxH4tmOeOVVc63gcPLa4ETKQgOOjYSvsgTkBpJRpLmdStMJuzV5TJQYH9ar2JjTyy6E3KN3eQFAeJ10q3bGxE4tBTS3zCKQRu6Icof1Fqhazn3LLEvHi4zjFfoBsQikc7U9ta3LbBPt/S7mBYRyoMcHnHLxCIUtDj092ErdLjOnK37hQfhtxpdasmxiP3sklypVysIu1/1s3GqBWXvVgb917Go261n+VxeK3wckSMU2RfAR7bTKya9sejvwjjmblQb9ETssJI9S0HcY7hWwIOA7n08M6e/1gYlREdNwbOlcOvhb3ZyIwEdlizUufmhDQ47irQHC5fBR5vxiMuFBPSoOtCeIbYNNq8opt73KYGQm0pmV70JqEtn4+SKXwtMfpx/t4yvgm3xGw1iq3gUIZqyXsjdAicagmo/L1ZBUo7jrGY+HmWN2DhGnmkBBU2//NhvlYD7LWTRWIpH5CgW/3DtLniZn3ybJPYUJocLH2SwxSOLod1J4mgnkBZPj9TSPgVdGbLMoQ4i4gnyyU7wofJBYL+mjWE1RKYuvPH6iUcb/7yPCIhkwcWT5m7cTyphH//3iW4aLNqYHzmUWZ0JCz/yf1hmkOGDBtOSDicWWTJxMLxRzQZdf7NHjj1kmGb4dJg+JRoZyD6Sf/qrE3re2veE5zyCR5cbb3BPEFFPZPrDAaMuuMoSKcQzbQcmYjdJrCfjUXGACN24xQCkS8dfCGh/ASL73c9MU3mjsozl02FcFjB+VA6d/10BPN4scVkfo5EzO59xS10xqKmIseSUtoA6y0cXCxwGfRIZq1fSLoIt/LrU/astMJbhSutShUHnTBL/XiruB89Td3OqpAvAyv3+vFgpCcnUuXXqSw+DsuBiQ6cIGQoadw+vHSOicwlbs+kWw+AS9lmoOokM/l06vYbkOORUJClrvdgPPYp2HWvXC+G+S5DJnSISupbw89AR6vpb7uQ/uPe7ECi1q+T9aSRUbqxgmek3BIoqeZ+qWWuhJmvMRDoyHvlXPmM67j0ErLpnd/kUauD9cvh/+4jxiI5rTOOOVi6MDqxSjK9SoF/QpGwvPwp1mK4dvyOZA0fEfltUPaMA/+Y7m2s60Whyv9zAalMOFNSzFxHXEETgu8Q/ckejDzVyu9VZQ+DxtaLY0KoWCPl7RiwX45G5nZQmo1QK0LrFtvDdLoDnl8rOZIjikPvJaK80ozQYf1AxfmWrANSl2mw/f8CiE007EU16XZC+Mxgy8F8rNPXp3W9ij0fyae9PKod1wVuNuu+n8C2Qz96pmKMaj+rVDHM2RxFkhRnYlJjVwf6fR25oNVH72uB79RR7BPsYpfvGLepgik7G787jGHRdaLLw+UsEvUNsA2X7a8CiJmlKKzgGWT7wbDaj/h4w6P5PV6kGumiu/1weiUH+6S8yFvuH4E7q+K3tH2XQ/1+Kpz6Vkyc3BrKX54fg6tbWqqNMGZhHf6FVriCij627lsyS/VA9zqV5TK4cyIzklK/U88JGegiFcfbDy6EsDe67ZRD8fjcnuJCEVgY5W6OJb6DgiquBcGQ+JPbnNfPsJCB+0+ayIYk3QPprcvQlrgCE1rz45zoTkPC1f0v7L1WCTjWnyEAVATJDX7k9FYtCw93f7UTKyHCR+VSDiwwe+Fu8ZF7sYlAMuXrGaLsSLJwDrSi342C5nfVbiVsU6l//xBZwmAx9dnzZP2/jAHuj5jIblWfmNU/IRz/qhUUfe4lH7xFY/QofFDEgoT6JnHa26l5oiGSpnOGngFKCRVK2PQlJHaI8Phc3CIurccSNRhxYWNX4lm4loJVvppo/SINgdMM39G4/AehaVZul1xLQXBte6ILlIJQ0YCadn8TCzbq/Xw/LkpCAcoSP3+YbuB9J6JhuRXDBRrXfTpCEjAVlnjyizwXfqZyl87UITkf85KZpjEKvuBbqswvzoEq310DtB4LwKkYZHeMotKt69zvWuwVqFpk7+mgQbBndarn0HY+WL16RvfSpBab2FHC0UgiSHeSfxCnGojR3eg4itgX6b6jL5oYhcI8oEX+zh0dznu5cqLwF6O7ls45pUrmOpUih9UQsyrk5TnAmtgFXoZR2NLUPa9PhZpqfEZDx6cVeJN0GVirSXl86SfCd92uo/TkComv0Wnj4glp/mmLd9IsIJn4rw3L2BOTcSztzyaINpKrz8gu4U+HoM+9OFQMCKvCVPtXNNAyKb/Kye5dLQd6k7/x3qo/cH55R8jzcByWiAdWyXhSghGxHZwWQUGOYYdmH4GH4FH5Fbp9PAxgyfVvIuxeHjO4Y1S8bDAMMikwtUKhc58T3/tJAHGIwE89WvzkMZ1YPW9jnN4Ih5fmHAx3UPrucPWh1qAlCfQt/rThWwK+NyJI1XxyqkU7qefS2CTxRcc3OegVUPtnt02/BoXME+dt3SaWw18P29H5xGXQPv9E5TvUCtmymwsf8VB4aoOXZjy+Hp3XFK/nOGOT3x7wDK4AF+t988lsi2TDfSrLTPYhHnWvqkufc8OCg0qYqkpQF3Re7ylF8DFKPv3qGLIaHG4aqz8TfZMAZoo/pTnoMyk/YmOBCTdA6dnvbfKQcJiqsdxrqcEgg/ddh/tEqUKih10vLS4D2NTOHjv4oNMHkHEtzqRqeOkhzhEwkQ0LTdODCvygkEPOiTP5WFdzBe8XxtyXDPqEhthvxUYj+1Yoa4ccwHNvUt/bXrgMmpoiP6vEEZOdQRHB6/QaCreleumsjUO7UuKy5n4T2sDIBj7+8gZe3bida5jfDSt+XHy5cJJRUeT4k+ewI2GSbbUm51IFAh4Ol2XkCeiuXd4M1jQJs3un7nC/UQGh0nfWv63hkFMzsxMzYAkfowrg4UDWUprf5Nifh0aFh+Ybm4kBoBTtT+cg8MHh4/2HhWzy6OCPCrlDmDamqXFf0RPNA1hsbvCRK5RBc09n0thpgDfrFgPga4U7FFuVsWzS6irNZ16SvBV8j0/P8ik1Q+0HxZ9RCNFLXPTtVQM3rByNn63AWDWDAIsgvfQSLhKJLvztgG2F1UXj3ZnMLbHK2tUvcxKHim+2mc15N4O/zWGyWOn7/Wdn8XjoORe1c+9NWQAYr1BmEs2sENV9hnrEdDHo+hw/aFCYDWVAg/9lGI8jyxd52HMOgZqWp3GWXdrC1HNx/Oq8IqiPbEo5wxCH5RVGb1QPtIJX+uWggtRi+wu/78IaAbKTlMMbkftjp0lmw3qmAc2JPWPeo3vSxg0vRZYnaH71t1zfOVcDb311BmtS89TH78Q8vMAC0wOK+NVkBkz8K8LS5JJTfd5B9PaEONLJ1NcgJOMB9qX2JbLFoLKol4lBrLQxau2uocGHhkwUdp44wFk15fH9l7loH6v9S3lgFRcDT4PJiz9tYdG4059HUy344LdDGFP21HCRURu+UUvu7SeuoGEt9N5DaAm8LaVFA/hd74svdeNQ7VzUqL9oD519az2j4UIAm94+1hmoCCn0rbXR0tBsInGspdXUUcLTEq95gSkDqhLB3HRMY0P/ceOVqcx2I057/YSOJR4MB7cWs98MhUtdmNuZ9LbzaczTlt8Gj26LfvA+/j4bwgRLGrahaUMfexp9jxqO0K4tl8jhriFekdzURsAU99RzOk4GxqLCv5jlW/wlwvY1VOXHeBUTddkdxsrHoTO80z9NKG/ibf+a/i++9YJ9kybambyxaP5wW+/HeCHSpX8rxkmqF6xbG83NzsahUlbmpXZQ6Pn44k4upFViebIg6yxGQ9LmuIwTzEciM8TqqMNQCSe469NXfYtGMadZff08KZPDd3IwuiQJJqaXGC9J4dN06bMpIkQLCkuU951RjwHxkzD+MDo8WH55m7D1JgUKaRYx6RBQMBF9XO7kSgxJTWzeO4SnwTWZhaV9SDJAGbfuiNKj7c26J5gWpHXIuPtl3MJkC54d91doU4pD5m2D+ovF2oNOznDcDCnAVZPl7Wceh5tStTdmNdoi63VGlk0qBPV/fprkncUixVYrpu287zBdlzLyQo0AujZasG38cIl99MyEtNwjrXK3OPp8aoZ109yD/LRJSvRzGPrM1ACY/rGveBzbCkT0LQUY/EnrzZbVq7V0+qO8a/2Htz4Bmh1mfSvYoFFg7ejX0USFkNNK/1ufNBLH2LrcvIxiU8eli/kXpYOBNdprwjCuAKoWc8K/leKRp9fw2exgOzkdKNrvwN4JDWXrDwfcxKM3mlaGGEgZiA3tPMN1rBPvdFrEwJWqeuFR3PzvfDoyLRTad8o1QO9KR83qFgNaUFShv/msH9tg5i6PfqOsXmH47OUJAQ99r5zsn20AEt2a7w9MIvWll968XEVACd/rkBBkLbNC+Xv27EQqO2E2HrMegML6gg+eshuHIBg9GqZsIE5u5wdX5cajhgtL5afthiJodv8kzmwjZXT9f40hxKF7pIM+3OzHA92tr7VQ0AgGNO+8cG2MQFF80DnqHgwSNB3SFRxAYsuX87umPQSKmN45LkYYhLID7AatjJuhdtJWPVoxDPSYYtZ5TnfDSVdxx+10QODm9Qo+0qZxP/nPHYaoZFtYv3vTXboFv4m1yBJ4YtG+xtSzxLQV4tvkdlMiZ4OKQm/XwCR6pme8DuT0K2NyTuzKtlQFEs32igrHUcbnNk0qyLTDB/1SaaTYTerjDUkvr8KhNMFR9wrUZNl+8O+B/oQJkG8OL2H7jkFgTMSXzeS9EvUpQ/TmZDsMTXJxS1Pvwadr32a5GL3QrDDx0YUqDD5Gu8xJXSEj6v+CaJJ4WOLwzWdIMZMD7lGv9pnrW7+A8Mw39FpixmFeisFYCH8+1y7b9eKTBeZIUzdwADW1+qi4/yICW0HzHOBZxk4s8Te7Uw/1Rdkbj2kpQzbsfzJGORdqVoWJFG3XQnmlycN8kGWq0uGelArHojvx5pVaaXhD9dUUvWyod9vT4RtyFSYhMR/u1TaIblDZjeOk2ymCL/XaHQ048muNsKpRw64YYlt9n7+mWQcUQh/TuQDz6VxBZLRjZDYzrT6Yz+Mph9t/rqxZT8YjZ/fNqyaECMOca/aEaUQ6Yu+6Or49EoSMrsQl9K21QdO1cKOdAOZCODKRM11M9VNgqp5bSBgYBeZ0Xd8tALYnSlJBAQK0FdIPZdv1wyEl5+RZrCVTfTQ8ypuaq74Xt9KGBPoi4Hrf+cLsIJHxk569mk9DabpHmQYd+ID6v/QUjhXDNiG3KllqPjeVnfrTbDTuGxc2ByuVwytZg6adAArr0yPW7lV0PuLTW4lpFqXwu7vI0524C+hMdoyjD1QOOcw92OIQqgHX5ysFyuQSqX290+Uq8Aqv/lqd9KFS/293XGJKFRy5TlZyxb4fhnsPzlqBBb2ippL3i3UpAjW4bO6Y53WC8IpVJO1cO2tlOCmdW4tHzEeE/3cWR4GK0rrLn7wexLYm1LJfxKJ/Tq/N/8x/Nuvf/8zzwYv//+U+dUygNyxgGd8YTzFuJLVBieVXjp1Ac0sQO//93g52+/v96vCwG1P73XaPtI1PF2iOA5hMMfQ+3gKNsekQHHQG5yAnHxHGMwPeBOftwqt8vLHsYXTakjhu4f70qOQJnMzVs6Kg5erGypp9OioB+Ki9keO4fgVJV8+Jr2VRfvyV0K+kJATHNK/+JznWG9rQb88o1IUBkN/U4bx2LeO/u974z4QNVamH3zapfAd9rv6Im9lgUKOr+INjZCwx+BhTUXo+G7cVL0n+UYlHUYkSWzpA/hDMZyDHe8gVjmY5c6xU8kpm8faxO9wl8CvLmxlD5KMOEoppM7UdS+jX6fdT+wnf8iJjckyjo2P7oaEXtLyWBPwU0g4bAu0o6J0o8FmCoS0QggLrP5aKfxL69gltWNw7p5jbCx0q1e3EJ1D6i99njeOcr2Fee+lvfvgmy7zo6FCXiEfY/a/JDhgD4T5nvlxIflSsV0xbsqL4QYn6qcYKUBu3z07ZqByhQ66TWb9aDRZv4vaRX14KApb6IVuNAM1hO0i1oUd/pL+YMsUPcNfBaQ6IqKawO8meL6MQdoxHjK4ucOHw7qPvu3zTOqQGdi3J/uqXjULqp5KjRYDtQUyMiKrsaxln+hHpbxCGX/FN82DtVoK/sjlNzbYEO8zR1UVIUSrXFehxtqAIJdokqd+q5x6zs/0jfFoWEx4NNsdmV8Cb6h1FtJ/WeLK1s7zeMQt5JpWWD4R7Uvmjvo8nrD0/Xq78Fqsci8YfMd7aont8oeIEfvS0GiXrFVaajeMQJE86nHShACNal3WEsglHtz+7tInhExEQLF5kHwkBiSdGZ3QYI91yOP/MBj8b3ZWKO53rDuF752vu7jXD539pXAbFYFHIUGkflR2D0jqY316sWiNxRZfMTJKCi5kZdxRO94PM2/4PDqUzoFUKl5HMkpK+JkfrzshH+8Lb9DfF1ArtFG3l7QxwavrD1lnC0EVTW2Op8sM+BzKn7kFYMh+RxJeL72GOhRe7Hexitg3KdVfWewBjEofZZpfARDkJLOu31Quogmevao7+TMYjfi8Jwr/U1lOf++91cUQsB5Z5zhIEoRDPXFSJcmQuf/JyD3zvVgf/N4S9c0VFIy3X4qZ7WMIQ+vD53JzAXsubnov0+xyHjYROlGI9hMBAdNnk4lgvz3NNm117GoYqQzJux9nmwO8YfF+FdC0FhhULB1lHogQZ2gnChCapKShbyeFrh0cbYzf+icEghQPua2bNGOJxY/cpTuBVer9v0Lunh0N7hi8lS/zv32/Kp4mdbQV3fy2E/9dzXNR9HPJcYAtOoTPuHCWXAL85Z5XgqAZm4Zs7JPxoC1qrPtLSzZSBguIxLLYtHJ/5besJ+9w3IhUtnxFlUAluMm/TA5wSUVzErb7vVA9k38FeEJ8jg66lCS1+UgC66GN7iD3oDyu+Lx/dyyDDJqBnfuJKAlK4JrV9lqAM1H4V/uxxlcHqfloC9ChbRW+EGSE/rgP7P5lzinzJ4ODvxXdICi/5NKT7sCqsFWzb38MFD5eBxjH+KlwOLeP21PB276+A2vZ/BzDlq/bqSxpwHFulf5BiWvVIH/RLJHf215VAl3kJR0sMiA/LcxAP5Jjhgu0W+3FQDNmHSFnsRVL8oaJIyVKH6TGBk58vBGvBQ0aONO49Dh0YzZ8u/NML61v5nP3qqgV/1KnOjKw5Jjv68GEj1nwbeNAWt2mrQM9VLfnkOhxRLH3c5Mg9CeOh1neMf6yFE+PqPA49JyJ5P+jzL7wEwxctesiuugyylazw4Kr9lH1+IPXmtEHh2gjDXHuRA8KxG5OH3GGQQfWLC3bEQnm2017q/zYUombPvkqj8pkSqLZMMz4cgMR899ujXMFMV9K/6TBTqa2IxaFauA971nUztsZfwIftICEUbi749reYsJNWC/umr+/aPhMKJDvueT9xY5G38GTufPwQ7qcIP3Kg8k7jn6m8rHY8aCISV3o1uYFO+zN0p0gK66FjDCep9uO+Opym90gNbbdxP62Yp0M+W/J6sk4CWn9ynIw4lQ3vom/al8SAQt5TzS1DAoVc9nr9mdHvg+r7XrK86CYAxFgmZMkhAHFmv/o1ZNYBmbuJOmWANzH2uy3q8hkVynDQPnpo1QD5ukDWOtRY0M187ea9gka5TG+vGu0GgCQ8XiZTwB4ZEnfqOLGrfNMNNLvJVg0dk7/d86vpDtdzq361GocMpbV85qivg4mer5bm2SpDUXAqdqcUgPszC2amVcph+GVouKV4Jnm86udgIGMR2KK9b5FcF/JUPCCxtI0OakuZoZCcGOXGuPNrz64YtPIezvTCCZV3/ue538VSvUcf1dDcBghUOWgIWMKIBSQeacKjtGmVsRrQJ0uqeb9+mRAA+WHbxaSgO1YRz48Kkm2HmFG0/7U4o9R003LOcxqFyUQ+dQ0JNoHntkUXreAzoGYZpTLzCobCy8x0nCzqpuf0u5i7VY5Te4Z128ojItXDjIMNuJzx/aKbH3k2BlGMOukFTRCT4umn86ZNOGNCf7GPeop6L38Gnva+IqMJ8m+XA305Izf2aHilOgbFIti9i00TUd9KGjfyKypOfWa5o9pRATICc9ooZCdUFSJBvqvfCRe8WruDRIvjkXKgkpUblHxrz6LqWXsg5Fbn+kaUYyjZVmRScSOhkvZV0wZthODU8m3jicwaMO+C/l74joP3i1yqmh4aB12S60lUvHTLtSRT+XirnF8kptP4bBj/T71mkz+lA4tOzf/GMgOSOiUsMfx8Ge/vLrc7H08DuzmZtEpXTuN1NVW3OjIA7jiXh+r1MqLggbDiqQkC2Dc66Jy70QnGm2pXz30qBRWGatvQiCYmb/lUe3HsD9496xdW2lYDzIXTgrRAJSV14rvO2qhvqlotTrg5WAqU/13jfTjyikbj5iJncDRPDLeQLDJUQL3fm462tePSDrNjZz9EDuYsvzBgVK6FNKtz0hmwCcvzXTsijvovkYd+V/VSupvm6eZaW+i5K5OU834lSYD381qy6CgW2HHePEP/EoMLycwZ0Uwjo1T2+Y38hyGhTJgp1xKBnQhIzmi31YJVZmLjYT4KRPnLFPMKiB/jHYS5F9cBofTb6zF4ytBycJjrUYVGixceNft56uLQb7fVkggTicg4v06Ow6Hx+YYjwXDscNIJ34xYx0CzQ+fOhYxyiWTfO/SPVAU423kHeBbFAv/zY+n16HGKmOB/outwHxS9npAX8y4F+kMNnCUNCKZzOU9u8fWBqoyxJc7cCeB3yzgm/IiGMPRN3xMde2DRj+eD8oRxaityWWT1JaP/sKr/O8Q6wbeO3PTeJwHUtuWckKg6tFPjxxpb3gvOBbJoOYgVoONSuXnxI5f+fHVPkHQTZ7391+1oS4MGNG4riVK/cfIB9K/R1COKkDd3oJUqBuhx7w0Ii+s9JP4mDdxgO79184dNfAl8ke4LvqxDREYu57se3R4DuiGt3fHYdZHieDM/8EYvMrXbbiGYjsJDo8tCgtR5c5+/ODv6MRdKCx5RVFEfg8ZmH3c+u1IPYVlScJT8BPfjPR8Mroguu0zSEns6rhvmHaJ7zUjyyDxUcefu+EqS8jlCO2TTBbzfRMRmbKIS8r7KfWyTDMWJCjHVKE6w3HWvbxxyFjn/6uv+UH7X+erpySHUjRH/qx366HIXUcnLFzhv1Qy67tvWFg5kwLvcyuayEhN5+fGcoL0oGhgkuyWKNWrA/yXgHjWHQ8TGxNC3dSkh8gzS8n9bC9V5Zc/FzUajYQkfI2oVaL3mRQqNSB8JqPA/fLWIQ/bt3+QlBjvArsWGRx6gR/pP+Nm9iH4uEQ74d1p6xhogDvRklWQ1wOVyG5lJALBKzVDTb0R8B/Zt21RPPMoGdb3o+Zy8W/SzvEj57bwQeRJ0MVxnLgmZFLpvJ+Vh0blQrJPtLJVgmczBYSzUD69AyC4t9FFrZMzXPD+6H7DWD/KXYdGj46lf3v/+jHIznrhGjs0Db4zzDiCkFhnMF16U/RSNN5zi3PbN8IOvemI01IANn4eCqhVQUcjhZZCrRXwDHKoK07OYqYGxSRqTiGwYNSo6/LnpbAB79H8vMpsmQoXOA1uQrBoG26qiUTj5g3+CV2W0rYO26XoaVTBQayY+bydVrAY+5sUEB+maQvtLis9aHR9ZRfMnRgS1g+ddXdkimCXLuXlmOWMejxw7wn55MDIT2rnXspaTCsSUngbmWGPQ1fLX+36FhoL190PZ5Bhk4LC5fW7UnomTbNIkPD4ahS51XC4SbYbtIe+pkdhxqHOvrd7aJhmKtL6+qsPEwmvqUJew4Hr3coti/b46AD+rR6p3/xUKo8UGprut49HbWf6b0bygoUjB/rmwSgSn/1gfnZ3gk0uwcNho5DKnqbZJLngg+1Tf89DKKQ46xdXL784fhyarTiU6qF5CVFgYVOeIQZSwbFFmGgftaVgpjTiXIXfgkZH6biPKOrZ4+/HEIXpVYC7ZKVAKOrsvpehcRxVx5igmbHoJZhlgK14EqSF5P/tLQRES/lXwZ22Y6IZ+1GuWcwgHZQDkfN0BEMuzuv/33R0DTKqNYEWcr9IjoNNndwSPMV7WttZJhuGS1p1IZ6wAPg6svxx+OQ9U/5ORWqeMG+/Kt2qj1x5KmM5Op44dW8n3eU+eRmRS4uRDlAKThnTtW1Hl6eusOvJvvg33TRyrf02UBn6MGLL4mIaPra/4U9ka4K8UYONVQDCXW1aKmEji0XT7tfQwNg/AzD3/FMAS8vfWncd8JCEuTRPP1WRM4jz18EfOIAs5fS/3NMnFI1mTymklLG/jTM32vY02DEgniIhOJgL7L4U3sI96AmJv79I/QQvinL/w8ej0BSbWeOm1z8A20p1O0cZJFMDQx7ZRHTkD9P9JHG8Pb4MpxQ0f/bxTYcQjr9HEjoGwSxT38TBsspLGPn6WOrz0cyfE+S0BqlUXldBmlEEQzyZ6X9BDMH21HtLtSeaPbt9ojuQwOn5eqaLd0hJg3Su5HH2OQQpo35fNUKfhvXxB5ofoMnmZmf6JxwaDIRfLg4usuYLMQP0IrUwlzLRvzQYbxiP2QiCWbZhfQ55x9oqNN5Ra354q0rPHoCZ89ZSEpCHCddTLfRVsh0/EWQ0w39byc1ygc34YB9FQMK9TtoCUuf9MphYAOuW5s/yQEwdi11aOt8naQrHlubJ1a/7ntkr8Btd60v2lNWKwVsmTJokzUekK9x73eb3kQw/uNZHW+FVJvRMy7aEShmfg8MbXgFjD4oKa83RkGLxOLlF5u4lGwi0ek59cWKMeJPg/sCwNxKWOzEIhFEekGWW5b/dDVwayub18OKgpcUYKFJPT+JeP3xCMDELzZdZ49vQwefaHzU8knIa46y8wtswFgwbmReejLYUK+Y+15GgklqNCuPSf0w9cjUW1Hmqn7at/sk0bNn92jLga97INgGoaVU6YpB6xW6Fd/RxK6bXVivypTE5wfY9XGtuUBX5bFhQU/HPp1p9mPobwG9ujZKEFmNVCxZbunWheNduVOWdvq1UJgqD5B/GwtZB26CNoHsWjr3Ld+8eQa+Gk6YGrLVQsKD24uSJREI9OsxGcOnhWw4iPC/Kq/CrByPto3CzGI8ca1h6taZIjX63hz26cKln63r+p+wqBJ6Y4TYXxkIOYUyjFFVoOZpnKJIpXn8Q55LU4+PWDyz+JHnzkZ2Dm9tSoeJaAFm6xKx5ISmNqe+zpT6gkttU2txv4Y9O+QYFeIRweYVAot6TxBcE3XVM53OA4136jPeP63HUxX+abUbRH4MYz8G/GLQwFqVfKumDYwsw5PsqhLB5o8yi93dwJK6bbIxvh2QIj5Qq/cHwT5BMels+NxyNpe6NP5pTLo/lc7duJsEfh/r/Ut9sKgiktT+2QYykDBBdhLbhZBwh/CTKozBtV33eYotaL6G+07jVv2BWApSZHopd5n3asXr3knIkhLNIpNC46H54dD3wYRYtDJqFargGMU+LJ6fGv8SAKg5ZN04l9jUNwhBQzT7zIw7nmRdbwyDyrfhljUPcGgDtYiTlrRMphzLXchzeUBjpBkX0/9Ln/QlsVjPIK3uyI4M9tYMK/9wTEeHYPYwjDtGh1lINkn5Ei2q4CcI0WOBh4YpB2pXDclWgffBj2uXOlC4NZtkCCogUUksX012/frgYaeUjJfWAZCZ0zy+DOx6Cwbr8AJKjdYCtad7wwph+P5Zi5FCVhUellUssXADiS7B76ILlRAijaITT2JRboVm2dKvephPE2O1v84GRqYz+m/yMMipYq/A+W+DcCI/d5lxkWGLzF32cv+YJHLf7JxCxl9YB7wO3Kt9xkk7bvXdS6VhMLPNFr7C/cB37bZFwfxF/BzWEXhXigJ8WY0ZL261weRyTtXRQKc4D+Ob1y7eBIKIDGC551usGFQ/yYTUgEvXaQyS1rikZDGBQHNWir3Nj7EXnpdATMriWc8/8Sj3wVuIswptSDgZVNw3es1TCr+nB/mwaJ85mNCAqF1YOk6m3v38mswW1/TeXofi2jGHiqN/uoGk+jnCzjhBqjj5ySb8ySg6dIR3mrhHnhh/tqM160ebonO3HBUSUCKmd2EHq0eUD21v9SO6nOKc6/bBK8noHcMJO4XPd1wWun1rQ836kFJ8xt30YEE1HtDWFHrXQjslATfZloqh6WOsKWhCDwqpXVhfRYRBiVTuXcM2cvBQnGf17YbHmUw8oqpz0RCiXR0RRm1PvT0fd8pVTxaPorxj5x6CQqGJc3x5uWQ2l6p/6waj9KOGfONLjRCt/mm/Y/sWiCjA17cj3FoZYum+JMIBcZdk+wiyymQEbI2MrsTgzKEGyj2FyngX1Pjeut6C5xWVHyQyoBHt561vVbwp4DHsnnP9+8UcKlcy1hTwqMimGgopvYpDp0CjQ/yZDgxL7Fst0xAdjXf5w1KhyHYcY9t9FglyAvNPfrCFIcM3/eYcUQPw4ihPX/SRTJ0SWuWftaLQweuJGddfT8MF0wKwupHyfB3m2AU2kRA6GyD/R25ZOCPNf/16lQ5fGO/Rj+tjUO+zY9HJUzTYEPN78/TsHIg6q+9fjlB9XqRvc8RxGS41PfZs5qxAnaYd/JYLuIQbv+eVIN4Gnzb5uLaJpVBQNQLOaE5LHpaxmBanpQMNVXEor6TZJh4UzViq4pDFjEXKwLEEoF0DtMY/qgCFF3b+ySjccjhn8D+5n8JkPqNLFl0mQz+ksYfuapxiFvNGPs+fxBElrxrhC/kgrFxvSTPVAKiZ2pIzh0ZhMvBRT0n9fOgp+Lvamt+AsJ7pS2Hfh6EN0KM/17vK4CWwZv+h0kJ6HjTcKBJziCIMxjeyVPKB8m3swspcwmo7mqpgFHVILjSG9+56FAIbkYTrK1D1JzcU3t+1GcQNniw+azWuSCeL8fxlJ2E7rG5C/LPt8P1ksmnSrcwkIitZORyikNjEvdU44baQf2pwGRoeBB0Vp5JvGcZh5p+Pr3VHd0OMWFvjQXTw8CV7G9+WCoOEejbv7ifpHIa7RcZROXqoerJN5fUichJ76A2788hkHkx8O9NTgP4z1Q5FqQTqTx8eLKCbhhUNP9dnLvVCCndgeUK7kQ0derKUi5TFrwT1HZrZkgGka0L+thDWBTV4XM/rjwDPm1mtVXXJUPW8ezslutYdHLBh+PqWhzkS+WuSg5mAe3b1h0xvhhE6x2WHpJfArZCtxdcTzXDyhyTZjK1L3x5RTodQT8EA0tq+tF9zbBgo6rtcjcBEa8rniqSHgI18SSr6+nNMPp+xk+VIwGde1Xyw1RhGJ5auPC9wTcD9umRaK5DRCSBaTXLUBmGtLSBm+yBTbCzWL9F2olDxdejmSXdhoBry+yJ68c8qGB9csogi5oncYGSZpeGoPqoZfj89XzgdZqINd2XgLgPC3bqqw1B1duAnxaKubBcHrp5gpo/2LIKoU7GIThgztGQfTcPVvmj/RpMExDjj5sMtnqlMKLfyDCylAGyot6CjzwxqGZyQ2WUuQzw9A6riaYZYDdMbE6m5v9mhcTDdO4SWLh5TjqM6jW/XvRh3oVhUBYxJ3R3qR9+tj/eL01qBJOv9wMuFpEQf4d/2t/QfmCaXlHcmmmEB8xmR8uo/BASo8YqrDUAooO3Wh2pPnWDIT/9UCYJmfUoH5p90QlMT9+fwm86Q06q5G1MJBFlJFeOqGp0An8Ko+8U5Rm8W+OW/PuAiPyv4sJv8TXDBPkEl8nhVqhXZXns9wGH0k76Sr6k7u9i78bUSlkLyF6830pDG4MuSP+9eIStHqwKXhvYxFNgMDTU0DICizr8an03PtTBhPT6d1ruFhg4Oabr/gyLcHh+6VbWOiD3cVV/T6WAjefZEtdLWGTurysaaJcBPheOnZLSrQdK4OkAjntY9MBwY7d1PQ1EbwYkHfWvgyqZVJ9xMha9VlcJYt9Ng5ShGkXvwHrQF3I+zl2BRX9e+x6+z5QMCztRGYXUPl9N/85U2gCHPtpgT+cWJYGpyfMPT+RKQTK73NDaHIfqJhRMSppSoSuYpDnwohS0+sJor25R88Tv8YchMxLI9Bcy4p6VgbMICxNrAQ4ZMkcs2AqS4GVgwPaZqHJwHvV0vlWOQ13rOaGuJwlw6vGl2uGVZKCnGQiavRuDgvt6xMcrY6FVecdomCsdfAt1btg4xaAnFSTV0O9VMOnN7mGwiWC2LsTk0kQUyo27f+70u0qIDouLlTpDAe6C9C7BB1EoPNvQ+URUArTa3ThmM5wFwlxZJ2924NAj+r+0NXLx8PgPf6q0ayasxWUW96zj0KfHyubf3VuB+0nfUX9iHjRUb5ddy45FUY1LjDoXWmGUe4fHWj0XBuxHdSg+sYj5ftaEZF4r9DZ+fbrU+RqOGj1wuNkbi0gJxs/dxQeAJOiu+7YtFy6YCae/zyGhUN+kzkY0BOltzpGEpnJYEeYncdLFo2fh+bdVuxFYXSwasHIrBWFvWaX1yhik/tq9ZWIWASQpP6ndLAb+0yF347upHJXqIH+QlwLCfF08ltalEK24LfHoVwzatGkYV8noBY1wWqKicgN8vJK+dMSahCqZPlr4WPTClNpSc6FKPRhJ+F3x1iGh5B8aKxoRCOav6oy+iCyBSRP6E6zhMUhq1PeB/7dB0NPGCBOeVcJ75USaglBqnggwVdINkAEjRP8+5E42sGX//DN1IAoVnP/4t0i5EgzEoWn6xmsYxXwUWReJQk+SHkmWq5Dh8d1k9Tbd1xBj5iZfOoFBOqZTNS0aHfBV8x1XckoVfFstGmMqj0PriVaGvvIdwEwYCLmdXA1ZHzy/tFK9O5Y+UKFzrR0aXM2/mRRXwTGiS/OUVxxKwdt2PyvsBeaGyatfAmJAecnvyw1bEipJy9ufYV8CGWZ7xUlaVI6uZT5CfIlBf/xeBySnl0LvXT6uXKsSECD4J3dTfS1J7X6359lSGB7LCxloL4WOU9y85t4YVH1923qI+xFoFUe+0NqLB3fVnfWTrrHI1X99y6PrGWx+XKQ92xsHSYEtlAyeWPQ2W3Y+1dsLvpNJER988CDybWOzQSkWHdVTsOi4MQKLWYcGFR4i+NV+kGnudyySZ+ES/8Q9AtKkZ6d8ihF0+1+6aKFNQKXuDv48kiMQuhcR9ZKDAhOWtAxXpAjIokKTfjG+A3JUfspMXq2G6uotO+HlOHT6nntU/wkKxPxrOxUYXwU315lSN7/HoHSGpokPnxHUfLb4vfy0GoqEbvUwdMQgYatj9sMdCHTL9pdxUvf/56Jqsgo5BvWaHLymEoUg2bCuelq4GibmrXtEImMQkUPxvs3vdthZuuXT6lEKacYTtk+exqEf2V/5dIU74OfT4723FUtA98vm9XtJcehLiZe/lF4H9L90ywt5UAo+G6uDiVVxqG71Dv/yqTLg23xrdKqVmhufdcpyqXlOw0t7QT9uGPLo8jHxp3Jhy/Gi6M1LcUgtKiP1w8l2EPZM+GKhiOCLC4ep2wQBDfczOUwvtMFQx1vGiWQEGzbhldaVBKSK/TcindMGyp0Z6/Iq1Hud6nj4VTABTV0YmL3WmAh5rWeefxGoBObmROclHxzyPmDe+juWADJI0oFxLwN6+FzS7K/HoIbNIwMtXSRwvSNXev5BJhTZVBnrJOHQ+/PKe74m7ZD2aDv2hT+C5o+a0XkH4hDn9Mk/r1i6QDaFvpCNpwEm7zH9kP5BRObjz+knfzTC0bMxKbLN2bD/ggGjuwcOye3T5vcrGIDLN0ZSmgZfA6/+gYBfWBIyPPvySKnkMJj8pMFuYxvh2toNSyIHEYmLewi5fxiCT00ifFMWjZAhTjhZ9YaIFo453+bSH4KdxnWZTuUqGMvKG/88F4/uBD1cYAgbgglx+jvvqB56nv+ObLtnPFLgLRdZMCmHPJZ6tWCxGvhbZ8RTTOUHKWNryjvZCsC/kPt9t7sa/u3PcZNKw6BfBzUjVqkc6Z0SnNewWQPkuq3AiwkYJBm2JTdxYgiyql0KxI9XwXIiZV/OlQSUrfesj3RlCCx7rO02VSqp/nTUpmsrHr0aOO4TLVAOaqdnPz8/VAvPGJitnHwwqEuK4uXmUg6+Gadd9XirgUtK6ZNrEAadnP0Tan5sCHTfm1tfnCeDWcU+2VjdBOR4OEJV0qsMXspc5VbIrobKsc+nHajvl/TcbFJstgWE7iydUk+vgPsczl3LF2KRUT2ppVCtFVxc1N5lCFWATkB9hmhALKqnZxGW1G4F9ScSbQE8ZOjhLNAqeBWL+JNZollrhoCMV/EwplTC1YXQJjH2eLSluDKqQs1trB3CvSyoAnUzzN2zB+KRZl5giIlICBRbaxRZU/e5LUTdboeARzuu8V7b40PQzCH/cteATPX19rLtQSIqWiDruoWmwy+hoxD/rhQGI+Ve68Vg0beWioL0/9LBmG74yt3qEhhZkeehK8aiOGkW3YeXM+FNZJLE2lYp4GTiPQOksUjnWfahjQMZ4B3GkmAzWQYtZ1a4kScWOT/mjsoxGwS+d1rGClMh4Ky1oaynSEJF42HBX0MGARudEaAC4fD4zaXpykMkxNO6WjNhPgi9TSFX+XaiIdRKTtBEjoTUd0g8yfmZkGtMN3uSuRwKBQPmlrmwSKZjsepc0SD8esSp9eRWHUiWXjms/DEBJe7Hk3iIg6AmK//N5FItDOA/30v9nYBoqug0y2RJgLntVJPSHAlBy5qKoqU4pPVp3PJKcTfYPYeTt3WbYbhg6sLMejzq99F/zpfbDfsufLdVl2gC2vvqkgqrVG6UnfnWNjsER2Vn2OgbKFBxe7ZzrJqI9v/VdRiw7YbSQMbfL483wsGFqtXs7ngkz39bO2O5G2gUzqbHnmoE0odKh2bOBNR25vDloAeDgOuY0dxQqIV/LRZBJyRIiNl6/f7pDQqYDUV8YgkmgUnQ0bwoDB593rhJ4BVugWCXE3lShkQgNzRoJ5XjUd/pW+L99i0wfj3ltoElCXb4RtaezuCR/0dB2qBaCvygVBvTqsSDcD/ZzcQKj7KMDy5dra8FPkep2puyLcDYJzDMLoRFLRbaimdP14LBecX4BOrvMhNk5vr4OxqJPq/baR2uAeWfIfq5F1rAc9T2be2baLRsmvzXTaMODG3GD9RntMBn5fMCYvpYtPPge37Kn0zYO14UnH60BtQK78vWMWHR12bmn3y76cBePpcnYFoDzn9d7TaeYNHQh7DvgecLgLdVxFLxGBbmOnckJ+ii0DjTjgWDYB7gNn53u6xigcHGZPukRxSK6Uqt5uPIB8NwetOVlFCYfcTRvUttFHrmNjnNodlQkhfBO3G9AmY77HABQdFoQD+GWf1vJpD6lDtq+Cuga778qy11Pa4qQgsqxGzwCg4p/WJL9dkTI0sez6NRUUFDadGfZDjOI9P8ST0PFk+kl8hK49A4863AE5xpkPWHZn9S5Wvwa6rd/2cJi67LfRT/lJQGC6mZqczH8qH/xt2oj91Y1DbS5nKSNReSbgY4u05GgFyXPx5TG4Xag/KJw8WZMI59xtJ1Awf0zMv8rNT7DJ8fp/c0psNWJ2d5WgIO7u2t/jn2CosOHk61O7OdDglcyQcjpXMhyP63VLo3Fqm5Mfy5LpoB4V7JB1ptIyCTPNqX6oRFGrQRXWeoeVXw/I5AiAUFKDsZZcvUvCKGv2nQMBiCDdKff2+MKcDqzjG3PB2P1CI4PjzKHYLwpOXMZKc64HVko3+hEI+0fokE/345BFIkB06QrwdzrP77Qb94VM+fx1BF9SmDd+aT+CEKJAgeE7i3Q+XG1UE7e88h8M6IFP3vUB1w07gGiCbFo5KSvaM9mkNwbZ/HibnNOtCp2Pji95P63UqD9eIrFPC+vMS7kloN7/ZESu2O4JH905kJ4gUKzHLvhic11cBBwyKPhIN49IPde1+8MwWCNTM53ydUQSWdTMplcTzSi/2qodvbDheyGTgEp4qB2Sf0S+ztOPTCJYvzCzYWkMn0F+vOXDD48e252eMYxJzxhuHBqxio8nJNuZacD9+c4i6NVcegY8bOYwrv2kHpRqyoUlghNMauH31kFYf0Ep8JNaW2A7PuYwdH71K4Kf+vOkI5DlUfayg4dGkYwsM1z9sU1cFo4Ak/z404tMt0bSEYXw/5q9e+FkTUQM7GYPqDciy6xeL0VvxfHmyKdHx6x9EANI+/6l5Ti0IBQzlD0lL5gD209JqGqx7ER/+yiChFoUmunBZz+kLoXq+pXimqB/tH8y/HZjCId9I7QfYcgt9aY2Qe2mdw5tqNNC7tGPTgitMv7tFmGPTaubwD/vA9Ie+8EWcMut2G34o/hOA851eHfYXOwBZWxR8oGYOc/Lwcez93gPOzLuaF6hawthq2nuUhIpPdFvzqmU4QPuBgshLUAtJKRgNF+kSkqqrPZHewE2go3TvXj7RCJ+3ulN95InJ97CP0cbEDNJp9OdYIz+A0hqtL6TTV373ThwXOIjj5XNHcoKIFjhYel+28EoPOSD/+LbaP6iMM91fztOphLTHhjU8BCUmeD7x21W8A2Dwig+651cGrsV4OZxIJVemovcjEDAD3U2vdpvR6eNiyR6dBpPqLmw/fQsUAOFi6+2IHG4CixJV6MJqEZjm93V9dLIXsFWPhI86vAR+1dDHAC4PS7v38utdWDCX/OJvPc+eBT+r1sFAsBl1qJAycVi0Gw8VpAutiDuStp3s7J2HQmKNvsvw96nkrvPsl55cH32kn7M56YJDsZvzn/VVFMHzwfu3vrCxIV/Z4IZiPQawD1rHKXwqga7XG2iEwCyKMDuiZLGKQyc2EbNJCP4gbMfwa5CyF53aXteyLSAjj8ouYO90P/wLT/VkOFoNrwO6NAep4PN0nB64bAzCX4abGoF4CJ3i7T0WnkxCx9ubl8A7qvs0YR6y4FkPcl92vuHAS+iz5qW7iVRs8Yxr4Nu5XCbemU/ZlOxOQC91kW057G9B2sTzoNKiCA8zXdb2SCChCdferTXYb4KrWVpsMq0E32VV99SUBsdXuVQfyDcIBN658k2AK5Fo6+XTbkNCaHc8vH+tBSEngFq2xp4Dp/3Vs3uFU/v8fj6TMhKhItqxKkob0yigpofiQyl4ho5SZ3UA4nINzjr333vt9jr1nyh4piqwyM37n+/v3XPd1rnPfr/v1fD4e17nv0fRvbOeIyGz5Di1GqQeaOa3Gev+RwP5BpcXoXSL6fZbqfdC7HmiJIuFutJHAc4Cp4C4DEZmvrSoL+ZMB56DHLhJWAPW82/t6W1g0yZQr91iVDMRJ7egrdRTvEe8p9m/HojYWOq0uKzLYfFAvS3PPg/HQguFL37Co3K/VCfOuAjTvicS9X82Aww/u/VjiwKBKUfUZzFQ5zG0NfCelp8Nqu/BUbn8IMlvyzYCacpjmXL7qh88E3I2TD2RRCGJ33Ode32uHI38SzS8Ra+H4i56Q78JElM67m9He3Q7503/XnGJrQEbz2h0GNiLi6LeTxzzogFNpOl2STTXwcy7u7YHbRNQytONesdkN+MAcsZJlEtSX3Fg8/paIiIbqgjssPRDSSxdzrz0PNpJ6C5/aE5H8EabKEyatYGbVpfPiehVwXWvFGzTjkdVdZRq7qFYIiLtq3i5cDfTRy9cjf+KR0xMr/ffSrTDRJB91hqkaruguVh3IxKPiqQgzdr5S0Cv8GU2ajweFJnnRDm9KPx6ZYxJxLAUZ+tMx25WJEO+6QZecHIyomrJzh99TvHg7cfayRyJUh+HFXZSDEbNW7qdvt6vAb3rxba1+GtSo/HUcJGKQ5VN68Y2JSqgaETpqh02B9wl7KmluGDSozD52qLYK/tPUG1k+lArcUiLC2DoMupzVWaXxtRxGA3RdTtOlAZt0X01xVwgqTf984aVLAQR7rV/hfVoKczRVVP4UTk7+EXGp2TsfrCQahZbPl4HWKdzYtZdB6AS1YNq6QDhI9c5/4jhUAd8sWb9H64ehogrwSPkbDtwSagLlfyrAfbCA770CJd/SDIq4x8Pgt4Xvv+ukCuDbKqmC7DA0/GhBXDEoH2ZYaENztEvBwPdadaZDEDr7mGbjImsPLJ9Vpb99lwwGJY+WMHZEtDy+QBvD7wDeIkv3eIRIkHR3MK5BF4fys+Xx5sVm8Otx/0NzdxK87WicveeOQ0f0MkNqYkrA0Uqh5eFtMjyUfFjP8CAYHXrPxuuYSgZGn2de2fklID0c+qGRGYfuNnMQzoSSAVPMJlb6qhg2JUp/nNvHovS3fy9Y/KyBXiGzctkvJMgNuu2c+DIUjfpGHOK+VQN+hn3uB8tJ0GFNaBO+Hoq47RLx3+JqIMd9UKLWkgTjk2p5d/RCkYSr1HUnlRoYmQ9xrBInw2LysnnwjVBUU093fZ2nBfK9k9vpxgKA/8CV9Y6NSPQ6r8NgOrAFFq3uXDAN+wTyb9ZPGt7Eoyih9x59xi3w96Z8kNa5UDh7fM42QhCPDNKZFaSeN4DufdmbTwwKQO9Cz9VN3XB0hTD8UNWlAYb5rONiowohbt7pSrVpOFLavziKvFoAFgSul7e8A+6mo08EruDR7wE1B3fFfjigpOZRzYmFhOLd+1JHw1H1g3WDyKf9wPtYl637KQZU3QOHi+ZxKCopjOvYnWYQaqzwCFgrAAEobwk2i0Qv9452uhQ1A53VWfe+lgLosa7HpuVFotZ/dKjvZzOsfPj7MHo1H/B2W2fUByJRhL+KVsODFrjt0l1jcLQGotgXc6048WiL09LMZbsZso+vK3Iz1YDuY+dfThORaMXzGg/5TQvwLs18Z5CpBgwdX0mcFB4RB7tUsrxroNv89ejGZhJ8Zzgh8VAjFBn+OfHKRLwWVKpFS6IPJUMT07vl5I+hyEOUZik1vxf8D4YX+dYXwSmXC7ggITzac/yz8YSKBHUKOxyXZrP///mK+bEwVMojQnyRiCDw+z0N74IsqPzEOW1HDENW0rmHSoqSwUlJravyWSksnWHoJfSEoOiqB/84jRNBouCnVRZtCUxsCf5TMcIg5ky1CndCCdwoCLY+yZUMj9p7bzncD0aeH7+7u2n0wOTWGlHcLRW2O4xYsDcpPQJqDf6UvWA7vMnnKJkGs5YebTqUvdgpKfo3fqoHplgrzy2/T4Eke8EXlc+J6O0YfxDBEoGEjq7WOclUMLzwizfZIQwxXcwmWZxGcCjkgI6OXSrwHDo9uysXhj5ynBuy46McvxEt/3U8GWY0+e07b4ah4rR3jaY3EbxMzGMtupsOMelPJKq0wtCrDo4HQ3Ul4NpoZDQ1kgL/XcifZn0SjAhPjO0qGvrgi3glY+nzXNh8R8itnQlH78zOxPJG9kHO0PO3GigH5qT1ybk3IpDYlJR3qWIJOO/5XuTsjQez9EFZfslgdKu1S7uIrgW0lDEayrhCSEiIxyT/jKTwntKFFJsWuPdurGiwqhAqbzPF0ojjUc/qYwEu2RZwsT2gvh5XBEcqO993HcYjjTExwuuXHbDbNZe3kloLi+Ou038eElGt8tbapywyTDbOcnjVeAE2ycTNkxWH0mJ+e3Fpk6EYM4xr/c8PpFlv6xr1Y9EUwymXF4Jk8N7JkcuPc4HiE1NhC3lYtHXu39kvkh2Q2Fnz8KpINYjoFlwkXCWi7mon3+K+dvAl3xHG6lVB8y9uwfvsRCTzrzvqfmoT3HePGq/ZroKOqMS0cAqX0i9bB+6tNIHqMt+K81AVnDFL2ogQi0Tyu99vYRabIF44dwQbXw3T0ijx4tlIlDbpfDKwuwl6RDHdqouVMLIw9vg9ayS6ajA4zCjfBV+M6E7MTRZB6u+E1925RBRskCs7W1ECoRYrdKU8GSDX38bQohuM4j4lnZ7WLYUJ7xJSlUMaVPC7ch4hBKMT3m/t+njrYdxB24PzszeoLX1Q0rPEIfovt+hfmTbA3rr/nog7GXT+Nft5aYcjbryu50xlA7zFpJpjFcjgtbiQFosLR0mPzn0Im2+AAuIRD+oqMpjNP3rBVh6OSkMM5Fy6m0Ete4+K3S4XtjGxdTgy5bxq1Anf1VqgKlTkE51qDuxgWDm+cuBRk1Y09vj1FuB/GfzA5GQeKPrqt9rR49Gn1hyM5FI9VMpyfsyl8MiNqMiqlH0c6rYuafqiFgkusQq/zI45wLmN1Z4VtjB0xdalWWg0EthaBIYcmX3gvvXxteoDYQg3rnvgwk8cJNNw/dsMfAsqX58Oe5uHoQ2TRftQ2l6IHXCS8Jcrg03dVQMzAwKqO94hTpioh1vZcXGpChVwSnk88NpfHKpiVXAWz6+Hvc2gnNPWlfAlxWLdsReHckUSCzS16wHY4piSrlXBq0+nqAeDcUiWEjv8bH1A/aSox3GfDAjfdo5ZKxJ9XqlIukHfB5ymuoUnLMhQOulJr2gRiWCW/cCLq31gSha8Eh9FhoQWKyEPqki0NElH94mxFRQxf2yMnuTBkILd64RQPFI6SxhkeN0KB/NmCr0t8kDXhWtPpw+PSN7imKfyrXCe/sDrFrt8EH8k8q8yH49kdQ83Zzb1QZDjzgtDy3y4MuV0mX0qHGk0m/8yU22FI2YffHjtciArt/mFZDke1Ti/9PbNb4FzGQ79FVAEMhHab4/q4NHOJodp3kgz8GUP6tqdzYe3pSJZXW2RqP2YXurhh5Q5dulNrjvmA+HkghzmJB4xSTv/yLzRC89KL/doXiqGrY3NI5oHCSi4bY+Zi74Xjs1OqCUxFYNFiu9A52MCIvAYfJud7YHOJpBrVS4C3qNPn68GEVCm3Mvxuwr1sCHN+lLcOwuetzEKTHvh0Px+BjkhpAQgxcK/7nE5uOhrl9aqBCMdDGblxolSoI731j7IVAGKX9+znPcIRsuHV/p/i1F+5/Onm5zuBaD/fty8dj8SBW0yRHf8agG3jqrutcxqeOCP79Fwx6M76hz/ve2i9DUXq5oCZX/fOAwt37XCo1eeYbrCCy2gkhhtcYuuCuySTXklKJ4eeyQ7peR+NUhW+awdICeDdptCqtUCBv10uqtKvFANEhcSVF41pQGTPW+67zcMkhRq5MjgoXAhQ5bi85lC8An+r+SKPQYd6+Vjv2aRCAN/K2q+LheBMe1FrbOGGBTsJeBxVDwJIl7HrjSKV8DFmw4TYpcxiFN2pKB0tRRcC24H31uKB47PNW+Io8Foj11hS9G1CLrYJC94Yevg/Em97Ds5QQiaLXSFcwvBUk/tvPL3OrBXPBKnGxiELqV/at3Ct4MuPueWWngtOKW+UCdvE1CXKM1xGWIC7FnnGUU5VUCAZbO6bDAGfTmdTM243gOnHBU+f1QqB6lk3fQ5ZwL6ObfbO3SSMndd5mmLixXAUJoraAAENISX6tk72gcRykNF1pZpwEzSYBjUi0QTn0bKrB/2ArvDQZYHK+XgpWuwSjWOR8fXdw/kRSGYfofGDYxygEPhhH9mOIVLm9RPupwiw7+XyieWHliA1sHA9tx0LJJKHPnxfq0BPgoQFBvE6uHyB9wlzbpwxLWpLTjfmwyjDC3HLpTnQLAxu4FuYwgavIvvW+pKANVDM82Go1kQpfRQWcKHcp09aqj+vO0Bo7F81SedeOh3vedmR/GRq+3Gs1x/+8C7UL9TnLJ3c4b1f8ODw1Fxqo+iY30PlNmEdWKIBIiYp6crRQTkZRSQ6RrYAyVa12M7eqLBfbqrroWGiDBYs87GX7Fg2px99YFqJLyIED7QxRqKlDM/HrU0jQHdBUzVJRwRjgCxIkMpFAmSj5yrjIkC7oj6H6lLkdBuoLrK6hWKxhg+fZe5mA/XKawluEjJycROC2enIMQgSBKXoM+D0LjiWvfz9VBj84rzAmW+HYzaS1hcC/SOq9MaaWWB29OWqYPKeORnOm8mYNsCpIa3PU7fMsCT/MZ3j9K/bgH6mRqNLfDS9uZMY0oGOMx/uG5tikeKW4lsuPAWmLh44uroi3QofFczmkH5npqJ85mPCL1QW4CRKI1FAGLZK1LaeHTo8im3ioJeePNRXdVFBkG5ve+D/wTwqPCDyVPBrl64N6/CwRCAQO6GwtHfs5FIUnwjUHu7Cdy/35VhYU4FgWennppfiEQ7tsmbbD3tELJXaBVsEgd1qTVOYpS5YG9cSpe+0QLp6t3889LhcP763q/PDHj0w4xv8JEfCdC6FffdC/WwfOIm3fx1LLIuNpqd3iWBnmW3rZ9QPbjc8jg+h8Wi4h5+2/tDNVB54pKa9wKCFbmpSpUXoehazaPctVMtMOedQu/zoRjodV6OCKxFIvYcVhu2r83Q2qwwsy5fAq85kksNWyIRb//yQX6qCpgxJjfnfCqDlR79U+SZEBRTWHJ4RbAc6kVGbjAkl0H+9/D5EvsQRBxInBM52AKFEQmyIjslYK4msaz8PRJlzH8TzQ5sBOXJ1oHy32Yw8rthnV0iAplGYU+cZm2EksVAxZlYS1jJd/nFORCOPpA+UQ0pFEHJN6F9Y9o0wF4VHRlODEJGL8XV7bCFgA9TezASkA7Z2H/PBz4EIWPdZ/nXtAvBSSxrwrItFUxO7mR7/u85w8pSbXXfEii+wHWT63I9dDyfcDyrFIx0tfY0Ya4G1PRG45gp3rGlo2wLFG/inw76+/S/Wrjt8XM2ZLYAJj9m32CKDEXRDcZ3ktR7QD/zcsvxu97A2PuE6yEQEQ2OrflYZx0I3GYQqvoVAm2/5qWnOcJQduQjdeerdbBP49qb9hgHEVN3HhyfCUXjF4zHjhHiwfmzqAvVyTpIsPm41dyGQerx6UJOos1QyXtEVcufBHbuDn2nNSn3yeHEVcVXzRBm473VtoNgQKSi/pdvJFpuO8UpdrAWqA3Xk07RFUCmGBv1ZbdQ5PVX5vVJ5lzomypqp/2UD70n8p/sxgehfP3vqeIoG9zGhR5piBaA5Htlvu3mIJRkO+80O58FuaFFpPvP8uGZSp3Uxo8gdFCZHFE/TgaxE9PxvAFZ8C2dx2hDluKhURIqZn/JcOjHhwsy2jmg+I+Ho+sODhV35GrIUfyUi3d7/db9HKh5mzGlSPFTfppm1+rNahj5XPHzdyuCV1Q3jxMEQpEUh5emzWQ1vKHxK2S4RYKElLS4Sq5Q5PqFZ8igpRpST779Qp9TBY/+xVRtsIWiAC174sp0NWitNJwza6wEAYcPlwK5KZ4bQiesGFUEBzK9Ug++zgB7atoni0VByFqJiY6TVAik8fc5zyMz4dYEc9VmUBBy919cP8/UABkDbUpJvRFQo++QlHg8HH1hifeRGOwFXbHtORKFD4NYiJcWBiOR3mtg+tdVBbJbg41hM1UgX+XoOtKAQSyvud8obFYCveH2gMSlKogRvq6+QcnbwJj30n+EW2G9pBjfrpgKj6O6LMQTKXlCutnk7dcKHWawiDNLgyASx27NCB49W2HK0VnuBs7B5fLW1ApY+rgi+9aTiOxSth9+W+sFzIjZiAYHGTTnnnvwYiMRNWnjSA91PRwI14xsz0HwY9Dt6bOHOMR7K9qlYDQUTOgi1mkXamFLMsb3dFcY+tsUfOeyTAd8ekl9wvxnMZh8s+2ylyMieWqyybuLHeByIsS4sakIntO2UFteJyKGF+YnumI6IOhN5e0nNsUwYzXJE2tERItnVm37dprBfR/D4s6TDCO31Q7RT0WihVwJ98/1VfB29rLeXHwk5H2tPG9MwqBiescrsgUUfjimb1VeHQF/Xoc3+jKGoo91BwS/1pGhu6T1RVU0EUSXP/78jw+HwvSzvW3UqqHCI7fLVQ4LgpG3cpIpvHEg7Y7KhfOtsHgl6Ik+FsFDWSPGB2l45D+9P2Na1gIWpss4y3wExH8uQe5P8OjbtsWm1loLcBxxXcngIkHOJxr+XR88uv7rWRJfdQuou8REVZalgqekdPgHfTxKuJ05Kns6CgrKE15NPfID1WbfNrbQULQbe1rKRiMRbl2eqQq5nwmfj+zelzTDoILEWYzXzV6AZyz2z2YroLOnf4T1AAHZvz/xKJ3CgdpUz2+waVTCjcZRt9+6BISjl35s3eAPojKPnnmFloGuMetCiC0WfbgBgn3yJPDT0LzJ+SALTtUtq/6iw6J9rN6oiEYDMMpdDLO8hOCnZwVHxu1wlGrD+6OtuwF+L7qnpfUHwcLUzNRQUjhiwtwSGbdqgAZ5KsMr7Rj4tlxMltILR9+Phf8VvJ0D3cfOR7DR5sEXyT+yC6VBqLiz76QMkGHzhM+7xkwSfC8/xiPcgEXMbwK/8qWQobdg4s///icxcRW60cWEQ6SkPHyrfj/o7t5Wd6Tk5TutK2dK53CIYH39/lmNfiB4iLPHz1VD5D7G498ODh2bNb0pGN4KyQdGGbgsA6DK7/pex3c8uhphdVTgUBto5OvqWLAHwqEovtVdEQKqPnutt42PALnV9ndXT32A1StO3hMDoUha6u4154R64ImwrNW9Ug6JX4bscppwiJx0TIfmfivUGiRdcn+KAS3Oi+qSFXh0c8DsPvpbD9e1G9icnpXBnrGjStXBcGQpcDyB6nIh2FQzlm2HFoI8f8DS7bdBaPVPtoUjcwP8HRNYDrhbDt98m+9jOCgewZ72bm2kExoP3Om+WV0Md2mOcxWnEtEqO1HH53kX3PgsSqVL2SMqjO2Efj4R4fUSR6apu+CO7pMN2tYSGFW7dzgzk4g+7a80frCtB4ZdTt8HeTngzqWJeZiAQ/eHp76LcdXDK7resFvmeaDzdNhZxhSHOtU2jwzvFMHn81U8FlIF4IQJWhdrC0LPh+7t1cW3wDOc840BmTwoZyM4zdzHI36OxIK2zhZ4UzghYaWeA7npFfVfnlPyBF0yjHvdDKbKDJxZIiUg/ke/68O7SGTOFu09XdcM3os8AQGaxfDfBOs3pvJI5JXzyaJeoB0sJa2bi53iwcrSfHiOTECRqOvR76ftUFXgJtDtQNkD31bT5nECkj/gLS673gbnFnVWTpglwvM5udLZLAKSW37SfdK4HsQOr4Z/QgheSO8oyeApXvOLsZvzbD1M0l3e9bpHgqmaMYfcFzj05QV1Q2YkxYtnPSfOuJGgTTPh8ts6HPKyq45S6CSDuUOjUec+gpcB4pUi4jgkJ1B04UdOPehnKWlEXY+AJ/7MVW3dONSD+3lhbrae0l8bxze/hcJ/k6eCNbdxiMNUUE7buR7ea08epLLAAHnMtdUnHYd2WPlMaxQa4Eh44DLuFg4urVUqf5ULR0/uHjCjxjYDzScB+t31ErjHVRSKJ0SisJVjRAOFOhjSVtg+y1YI1X+utPHNhiIacf6KMyu1kPyimfs/zgJgNpY0MGkPRVyv9Pa4a+rhzEtjDospEgiLtQStDuOQswfpM/D0QuHdXIbcrixIQdT4U1cJyK7ZgneVuRf4VHa/xgvmQlY/jw/7QwKS1Yg49hh64YC/3zOJtjzgvbd+DbtH8WUmMWY2h2qQVpFqm06pBgFlsZx/Gxg0zC577Ys1HoLfHK7XkCuBznvFxKe/Q9F+jpvHTks3hP/3ziNYuxiIzoed1/2J6L3UtAbLTDf8lDKCHkIR5C9E6f/wISJEO6lwl6sHmvqlNF8rFcOF2H1hh+f/e79yI9LyXye4P7lYE3q/HGp35i23M4ioxWIpGGPcBSGnT6/pt5XBWJA9rwxlL77tOrx995jy+WX1S5Nr5ZC3m3tyNY+I4L2B/7BmK+x6OGMaL5CBLlRosKma4puvpakxKy1gPaQjFBRIhhqSqwbRC49aTRZUFzdbQE3DlfT3IBmiB1+TFN/hUc5YCT1dMQmayth4RrcKwWGt65whpSAeX6GmpqMhQ/PpFTOh10WAPWT21gCPRYf6UhRLoquARZ7x1MDxdzBCqUy5EgxytonhkL5ZDc8PPJcsw3rCP73ys/xzGGTrpuNyULgasv2T24yp/KH7Oo2S+CQGObLtGeOFKRz4dK36mnQROEj67ltQ+nHQIbtoKzcVPrxcbzE/UAzC2pO043wh6FrAtNE9l3QYFpd6r21cBHLX2F7axAajVNgaHSpJh3bfS7/TpIvhHdZGdCk4GK2VV9LXXkmD+IhO7fGmQqALw2SVbAQjq3A3Il6rByxbxDr6ZQvg2iXtxh+Uvu5fzF7KUekBz5/TIcNS+bA9r3NR/zYRmXwd4ru4RgB/a/3KHhYEa5tuUu/KQ9FyCZl9+7cJmDl+qXM/lQgR7L9Nz3jj0G+rhXzRzzZgnOcgoX88GfDbVXZ2ljiU5/Ezg1TVBgv4Db94/SxQ+isFVkEEFPDtp0bur164sK3O/epLNJxduHP+fFYkarZqo/r2sB5iuT0Jwc8DoDPn4UumIBx625NGStfphc2/Nx2Hm7IgeWN5yHAAj2L0RNMuX6uFpQKtmsNjtfBRUj89KojiiSeXbnGM1oCn18h1xe0a6GJ5XS1jG4qubB3CXVpuhkux41yFQfFgMGvDH/k1EjV1+Nq852qB1RnDXyEXEsHxbB23H8VrwGeIj/yiBvTHdWJM5wLg2HRGe9PdUESONL4v70fh/7u19MF5GBB+Tksvrkn5/m61dzcu1MB5Yq8s60UsNMUKbifLhCKLsS/P6RJrYEF4+6p6XAQIR6ie29Wj9JR5yPnnui1w+/ueuUE/CS7TnvxKOo1HxvvvLk2ptYDY9ZPszC9JcEszX+ozBx5dKlf98vRtC7yQ8XEmnqZwr089w6IMHpnQYs3+ybdA5u5fao5iCucoXPpGzUThlvibA1Xz3WBTuidwtT4bMLq+4y1eRBRPm3w04nQPiL/04TeazIHqiUKtrxZE5Bx5dMf7UBcwWml9GXcqA4y2ic13Sh/B18L7d9W7AEcbR6ZrLQXuB+rM4ZR97Ai5Wn59Oh+egtbWeBRlH7UF+HZtg9Cj+WLf+xX58PXv8ItkKjIctSac/WsXhDZYZC/PJhZA9iN7U289MmQ7dF3VehmE5GFlgeE6GYYWWIJrwgpBBx/TaoKwSOajBCzb9sBe9U2Hh/JFsBzN7jvBT0RDUcbnEzR7YFX5rH7uyWIg/Sx/HSxP6dPUHioblhoYk2cZlx6ugGuxqVR3xUORvcWrwD7jPuDJ/Em+n1AFW2PdfkYZEehRSCz5Xn88HLZWUnlWWwa1woN23dUYJBI3KPjjQTx8+1DSx1ZUDiUbkiYtoxiUi1WsSsZXgf0Tya/95Hw4wc3Iul2EQefWpOq6H4bB5JXhDpOxVIhy/+0cVxuGZJzdK5p0WsHjOJ9ExeMSWNWyvWmDKP272BvhR8mxs08L2fs0SuG5f+lEKCXH0kwxxQULTTDAjebUf5fCtzzl6RnhSDTwK3Tm51QTeFJ9rDtOUw78d1Ji9c9EonvcV+eEjzdDqUfqMY+5EnAQELCjV4xEid9blvLNmqHtoNqC9PdSsMD1K8a4RqIh9mdB7naZUDEVafXfzUrIKjs+dVg8GFUzi6hUjaSAEc9H5sGqPGDSa/iwYB6CckbvZ5hdaYavT4Sz5HPL4ETlfQn7J5Foe+rIdV0BBCyFPmGx/BTvq/7OwH8rDNkwG6yck0LQs//Nc/FYLjidzbvWrhqG9pi4vf7rJsGM/nf6mcOF8Px4/brASyyavmgHLet10N5cfeaCSAGUfzWi/08oDNmu8+f4adcBz6sK3waxfEh0SektoPTR758FpqffvAGPq6+qL4gUAWIotem4gkOq2WEM9qumoGw1ap+/XAhWbsKkpx445Kircp7I2go9H7NJt3jTQdrxkLxdOB5Ftj846vE2FbLJO2v2UaVg+G4hHiMVgsq9U/pcNVJg2hvn7PugDJ5XTLY9jgxBWrzzW0F5dRD0cFslvj4XEsYm0nMZw1BlCPNokF4/JMrr9RUgAtxpfa7jsYhDF6jfiTF+ToFPFlrLuMIS6JCbFrr4PASxy6Z4eJ9MBdsKpyfsj8rh9cr9RMmHIahehbQjXG0OZik/LX+qIxhTcL7g4oJD+q1/P5rbNwLbQ4GI8oQKYDr6O8XsRASSpnF37D7ZCKP8AQZNTBVwp1QyI3coHIUrMrVPVPYAOuKGU6H07GXTS0ML7QSUQaNcq0nZo3TG01v/nSyHHz+4et8KENEKV/pth+lSaP9Ut5KXHg4ldMfOXP0cjAynJuzZPveAd21xoOqLMqAebLfuSCcgfvrH+f/1+MH0pU09hd4qaCpvVTYtxyLesdtJGF1PGD9ZIVS1VQUlzy/SdFD83RnvmfBBgwgLYape6mtR8Er0kYNGdii61ndBXv9eNOTeOcuI3Y0GWe2SbLnnoShG3y3e6lQ3VBJ+LvEdKIfk1Gf359OJaJ1UkSdf2wWHHuv8ZRQpB5bfMfnJlPwxv5P36cBUF7wVYGYzOlUGvkzO54ZziGgs35MgsOwGbIZnhgOUy0EOr58txYFDTbe/Xdq95gfK8xqfdK+Ww9ys3MkmSs7oPl7ztTXwgQDPBzpFlOuZpP3nxv4wFu0QDyHJxXhgy9D5T6isFA5515ItSzGojFmA3V7OGL5VbKzm0foAY/Xh1Nx3OKRBbV3zOSkWBA43cRVulILr1gHNJq5QxHJ63WdjuhfsY2hGtOkQWL3awOVVRaJGZHpCtb4X5q9mC0f11MF3Ec4n9XuRKL1y+MwHk354K9dzINyCDKI3/j7WnKbw556R7BmOPhDfsQiJ+06CJy+97YlqkeiT4pDbBV3KfoVv+a44F8LvUokRfm4sKlKXdVXE9cCZiQkrjG8hKFkf9Py+TUBHSScFORt7gA8r9PqIbSEolzAaBdQS0GT6s0+MPJFwcXOI6bBwADxPOxtidioMqbreN4pM7gPLL7Z4cSiEcZ7ZzAn+CNTreXf2nnMfRPXn2L4RLwTXzc2UYPcItLn5t/TNn2bYlK8+bs5WCe1XTks3DUeipL17b+wlOmFA+gc+TIUMHaX22coUnhTAIJ0Fg06YT7aq/NhLgod9d+gmsERUwZReKlbSCZ8uC7rwXCRDnS/XgZ4EIkrosNt9oYQBzL/zusJfioDrS938BjUlTyr3UybUQ6GpPlxGo70QbtZtaLhMhqHh8v0XKlcpHPaCU0noexGwN2S9nH6DRTcZVAtpKfkWIBHkPmNQATIT7PhzlHxr20LxQmrNIDOM0Y6KLYdsTc3ftc8pPB9uVXclMxRo1yyr07py4Fyfa27JQBjy37ZonLIPhcjIwPaLx7KhQoKJcG40DL3HvTPJ/owFC5XgOGPDbBCS1aAyDAxDgeJjdq1N1aBHzdA/sxsMxauGjY5soei24QHhyZUqCFDqEru4Uwl1qfvYhm4Mam7TshW72QwSMji8vWIlKBkEinAbRqId96EKb9QCNgpUJuaBJGg4/1z1PyM8Oslgc56oUwVO5474JNa7Q6CVo9ufOAxKEOR+9eRnJfQEvfu1wfcOBn/oHXX1wCDahJKHplsNcC6Y5f4eayV89Zwo4yWHowlup4d3CT3wdfDZpFtMAZjSsHJzrxFQscXXvfp7qRAz9f05vRcCTKxpUuKtEHRH7HiHnXsr0NI9D9dKIoPQaFn0l0E8mmWxPr2U3gp/9eNfv31IBo5i/ErBCh4Nwikno7BWSIqsdYlZJUGaiHk0/wwefdzick9VCYaYxwp8357kAufCz0gfESxiKYrt82z4CE3ZrAPavjlgD/d0Bt5i0dey2rA9pwBg2rSpsjDJg44T2OpaEyzqqXA4VnY7A5YtWRhG3QthameoN9k6GOl3nMkdY0kDVgxHKE1cAax8/RiUczAEKQUOVxiwpYCG4Jv5pxYFcP1VYM/DnBCk2Hng2VpjKuh9xkmyWZVB2K8c9pxTIWgijnkyYyUN5oRI5083lYHPZb2AInIwqiEIv+V9FQb1Nw/wPWgrhlPztpP6lWEo6ZiyrPjBVmgzLB4KovDwr94ejspAPAo1ucatK9IK0v8UWg7XZ4CvjKihVSIeTca0Cyu8bgXZ8lPXvW5nwSERdU6XPjzipJ95de5jK3w54/xcCTLg2FIO7eYYHmnuMnBMCybBCzwxKpSzHrKKb+2+lsUgzGyOq7pnDdSUCn/il86Bh5aa7wPVQ5GeQPfBvxV9UFn5Kl9AsQhixzdkFLfC0dJj0rpMRAvIixFt8Us1MBI/Vst6G4++6yfe0ElsAZOlkbfSp2ugUw6Pn1fDo4ti7NObDg0UH1tLuzFeCwMWvgImBuEov81WZTC2Ae7ddVTKLqoDrjP/sCJe4ciUvpln6k4DhManTIwE1MF595WDURCOrrB05+5cKoZuBr0r7m1FgPG7bB7zNQjli1u9eMBYA9LM45lKyokgWzqXuyoaipjZrkad7akGWeH32meHkgD/iu+GK0co+sN09MQL5T5QlVmvuDVDgru+lR2NsxGou8ssXO1/zwUqidqVMubAttT+PQ9bLDqHXWSz5CeDB3dL0i5XNsgVmvM75mLR6G4iz+FYMmi9XcrzM4mH04LUY9FHcKjH065c1IEMCvpnfz9wiIFzKmk2X2exaOF7xhRPCxn2Y6a9MOyxcPSo0Y6pCA4lBJC8g52LwdxFxHh/vxAMeUZnPOaDULqqsJ5ZJgnYvnw55KWQBWcO0FZb6GARrWTq0VZ8O/w+E5jP2h4PoxL6EtmU3J5bb+lI82+Hf8b6hkFKMWA9WFqM/hCQYwvrcE5qIJCt9tlC9QtgYnt1+6EmFtnwJu+uGb+DfWqaYnuNAvgzhgs5kY9FoqMhjWV67bDcKNUU2YcHfNaVKxVjBKQVrOpa8iQQDj4VHA6IywedVUnfOW0sqr4km/yJsQfOxxyKPX0+Dj7UtRdcfUVEnDbHybPiPZDP6O4fCNFg/CLlmsszIso/hfmuGFMIbmsZ37ttcuHL42/8J/2D0HqMhaOrVhm8+XtE9I4zAslsxgY6+hDUHHmqJj09B47Q9SHZIxSfu2BhjM8KQr8kHUVCC8qAE67EM9mQQEEt1erv5RDkqGP9OK62FMoHugvtPUiwL5X3QKwxGHEyLJ7uly2DS+Z6x9y+kWDOwEXy404wignS9DonioO/mk5GM9cDgOB/SvqaVxh6Lb9yqZenB5j4tOU9hhOAVYrG7585EdmJzmTXlXdDaMtHwZh/8dAbJrb3PYiIPvZZco/Z9UBV/8lY2rt1QNecrrDKR0RmvaMXfsT1wOQ9F2HzyVpwPjW2r/ObgPqYWK5EktNBiPln/zpXHLCw95ytCgxG/z3Zk5sQ9AE6x9DvDapFcIp98ZjkOBaJ/Oh/+eNVN6iqdv6JUy+D7A0zV4FoIhpwCWnjXuwGx34Niw7K+UXtLdzhoXjcLdmS3C+QBpeqOnhlDeIh3YqgpLYWjDYOCWZ8pfDqpIUlt7hhFnhTWb9sofCq++9NQXG3OpBh3MI4zGbDsqd6Y/x2KPplwcSi/7MP5kyrZL6OFEHSf9wbngnhCPvZ84zTiCWoeGWrH+gqh9uZGy+iXuFQsjL13auxdeAnOOCJjciAROaWgiLaMDRjYVNc2VAMxhlnDf69LAFU1icdQx2M9oVi/+hr98PSY0/LfLcIOOgeYZ25RuH23zof/13qB/Xvnv3qG3jIzhKobxQMR5tbrX4BfJTj3afo2QUjQNH7I88vhXD0STKvOKG0EhhyvIZ/MsbBoMOIgoodBlmPP7gbfacSdM+viOzvEoE9aVPB5wEGfSwWdr2z2AiHjkR9szyQBBu2w6IrLyOQAe8xb+aWRjhnSlXleDUBjMNOP/PXiUBHrlgJxEY1wksZZldB12SQhTNcWNkI1FgTFvMe3wsm309bIZoisM+sSej+D494+A239c92wXtTxyA5NxJI5Cn2BVP4UynN3upGdycIpvQr6FDyxuXr9lfpFCLizVxLUYyPho7Afsw39nqQYv8Qy68firgzvqTm3qkHFWLSWy9VBL5TEbaDfjj0uOjH4I+WVpgmuz2o+uIL0bTcjlU0BKR7KM65nI8Ew1TKQe0hNSCKz+lgXgtDRiubd1bukGDU51am8qta4B61dnvDgkUCRoeEr/33HDiM7tyNL0cwPsWVp/wSh8qS7m2MNDvCt7X7ybefI+gOO2Z0TBGHcFJ/WicSXWC8n6exuB6B+FzgxqogDkVRTd7RdyTBwjrx5p++aqh08tawukDJh6HyPdVjQXDfwPnko5BSKA5Wf7F2DYsSfPrXPTkx0IBx2qYyKwOGxcYzpUewiHk4+nLri/fA/aR24YluPmwMvZb8HI9Fsie/Ts7eCYVvN//b7/cshQFHZQWfqTBEZ3t+9NNNDFRPPwtILCoBRdeG5siDWJS8pfJYs6UebGdLWXfmCeAQ5RUq+g2HhlbrnD42J8PdD4baykz18Dsi87N0awhaCwBRge0UYHh1RempBxmqEedC2tMQxCkVWnPWPxV+xBdtX6WvB8xLXZNByRCkZzOd732mHvqvlR9oTiDD7h0xdxMLHCqoUZTyKiXDhssb0+wCMhg3eul4n8Kh+/rRd+T96mHtSbf17Lc68Nc4WSNfgEMTTYrqHsv1kL70Ze5MszsEz674Rh8IR8xB3V2ejxvAHPvA/lWbK5g8DEr3UAtHWlQfbet0y2BTZvR1c38+qAcaabIwhqDrgfp5XkwdcHnkmsaD+wjedKtndUsQUcotn3JSYD2UK7/SMM6Phr6BHQVSKQ61MIhO3NxOgvOxF9FJVzL4pf8J2WfAoIB3a+mOtb1wRO7ivWAzG/gauz47eQSPXA3K7M+I9sP9oG8fq9mr4ams6Nre5XCUfPy2XEuSE5z+c0/081wKfAj5Nu0phUOd/UuaEmOvoOjRhUPDXmlw+NegCUEFhwI9cLdS+MxBWR92FuzTwS/V6yifGw7hRTEjUr+KYcizvPyKDhkYfp6tSmcORliluBSaj6kwOaRIJXYjF1J0j3yQPheCxCJl8z1X08Cmdh9/lDUHzv4+k+BM4avgpBEP1dI0wP5pnF+KzQNO32n+2/3B6KTFetQQJxnCsU2Y1GOZwLpwz7kpFYuEQw7tX3lDhva4m+FLc5lAJu33+c9jUdC414pScR/QZORKtEsgiNXMaJGliUCyJrHPDWdLYGXM/PdILQEYPaKn/a0oXCeGJisfV4DZjju1CnUdiNfScJXQY1CdQQN9xwgCryT/WTd8Idyd/FEnVB+GOkhUHTTXSDBw0HLOIrwIUrqyHjnTYlFDlaC2S10F8BO6xfaNain+YSGqIoJBQaOCHtdG20DCcaGDfL4QoGeIyy2WgAoih2w26dvh2wlWHgYKlwLfypRzKQGl+CSEHrRth83ELW3b//1PVX/UeuoHAZmNNb7ykWqCZME3BDXHYlgM1QxeSqT42hMXmYdljfDh2rzAo8hiUNs7w+x7LwKxLN4zfjTQCP5RaVtar4sg0TE4VccwAiX7jrK4VZFhklEuK7IpA5RERVuFeHBI6W+aaAlbPRwVp/5KqsqA3bksjlp9HHKPL9wUv9kAxfea80ZPVIAADA1evxaOmCo14p8kNEDu4WoFf6UKEHwVGbDnHY5e0HK9lBFrAOa4ED6Dw5Uws9tL/CYWjoJ/7v0sfNYI//ldEq1gL4avDdu/J+kjkBiedGCDoRG0JbKjholFQFsc4xffHY7Sr2dvmg3UQmXbuzO2prlg6OGhGkcKRfxs4z1GFC8YmLiKTx0iQs+vO7ItFC9QsNPv+EDqBrfdhz0hgSlAX259sSOQiH78xSWeKOmD2s8sKbMhJDg8+tEoljoC2ZWUdtNxlUBfxeKd2fY64E9Y9NnnCUZq9LpM+JEGKMBksPxxKYZ+r8MiL7PDEftWvV/d5z4wO6QDXyjzZxm3PLbfEI48Lq1kn/jUCQdP/oxnpPjR5IEWxcQoyv7O0t1jpKH0SMrDw8PhZGBsR28bMomIkT43d/5pAMhl/Mh95x0CB6lNYo3MKLxq6mZ5VOU91K0q7yo/DwN9/Y+LB5KwaPiMkY33rUZgLDHfGz9SAt7cV52c18NRvP+O3IxWEZjc/pc5ffEtqHCGzginBiHPB0wXj88UAubXZ/u+z+9gWKK1mQsbhKJsun3iTxXC0RpaNVYZL1CKljle4hqETv2MKGjtKoVR2Z5BZ+kSGOu/L2HUEYxUxDg1TqiUw74J3mS7rRRozhgfrvUJQeTWuOBW63JokTXxD5wvAQUG096b4SGoR8i1g9YwALg/btUuhpHAQqotQopyXm1vg2sUOsqguP5yaGpVLbyTpjvLoxSCGrzUbh5VKYNaSHt0vrSGcn6Vz8RoQtC1oGu06VLl4JW3qSnwpQYIh5QrZJxCUFxKanDqehZkLzuL7LeYwzFSmeyd70Hopnyf3HZKDijkhkqz2drAqiXVxDcKZ4rz2JM7JXuA6otXUWLqJ/Cv252nf0rhvfCwk6NHeqDrh0unhWQ9eGRpDQS9JqJCWs3PenndINdtffQjZQ/oVwK+smKICB1zPcVI0wMXP4QVLBaR4ZLjzZ9+zhRO+9198ZnTO1ilH/OGGyTQ+kwoWaL4xSX2e/H7lPyp839HOKsZAoL+7BVdlPtN+vzNl39ZeuEaxzz7XmcteDz+z2HoAQHZ2Mo/s1HpBTuVr39Edmuh7m6on/AyHp0TaM66udoDtwaCsKfGa+Bc396PBA8CavVOPmHG1Qs3tP52BrbXgIr3QtjADQIKbY8J1ylPgo/bmed2feMh6mvQR5GTGHSoovpx0k4CvDm8o+MpFA8Jj1tYvzph0AStsPsIoRiiqOVt5VLdwEcsdF5/LQjd/mwXoIQtgsO513UVntnAQ2GnnjuFQciUYOOmMtoHK6Edt0g6YdDYynOaviIcfTA9atE9UwQykiNW+DI/kBZSeaLTEIQkbE//DNsohquD5/vS/YuB30LNmoUtGPVktzSX9ZSAoAyfIR1vCZx9Y3w73igYDbY4ft7/1wi6Q5pDqiHl8JTH+jbZPQJ973xQXeTSBOiJ4hdHjXJQc2MREByMQPtJcasFKk2gbymxZKpW8f/va1gXRaBa4bzpXwIlYDUZW0AdUQRktTABBv5gRNYzTIzqaAL39yfsZzkr4PdBpxvOLJGo3q/ohFpgE/ji+EKPi1SC0puSO6HTESh1kLf89E4fbBpNHYFX0bB+dHKniuK5Ez7mMhU8/eBYGejDWxcHyw9/hZndCUf/Fgudx8opvHqPsZc9OgLahm06Vykca1mmoXp7rQNco9xtyNSJcJAjzzLBjcKNZoE/AmvaoH817/yPnXCIsms5/yyYgAyMx70Mt9ugfNdeoewjHg5wu60fySUgqumrLeQfPRAwmad32DcRNBnseGNDCKjmlkdHBU0v9Bt4rJ3VioeM1hQtVWMCUqzdUrlDuU94sx/8WeVNBJWDhaWH5Ano0LtG99yybpAyFzLp5UoCp8MGMsLBRPT5k4P4JcVu2OX3foS7kgjXWv+NTSYRUdOrDb+ZlxXw5E3jjPZaDpw8aWlRegyDzpSevDVEyX0/5ZzG4i9ZEMvpSvubBoM+b/K9d6aphCerrpUHG7KgxjOeSHsdgwocF1+pfigHQdOhPIWhbBh9UDqanBSCjsZWagTfaAWWiJK2rC5/aLgmx3c9H48GX9MSYn+0gHyCBGPZj3egbfAel+GCR/nU8kuZt1vh2G5ZK6eVLzQ+OK0xUYJHyXOSXCYjnZCcOmAne7AefOfHjJJSiWjBvvvPyced0N6jdUKFqx5KxdRvhYURUe7i2MtbSVVwqtLZ0GyMBM/TX/6nWIZByWlJXEsm1XDY7638UW4yDHzCc3X8waC2Q7VLfxKroHmX+tqGJhm4ZBk1xSnH+xVYqARIpIFFf0hcsUEWDNSzH9H7F4w60ueo1L3S4Qn/LRbr6kx4xdNsFxUdjKLz5fkz+6tAIah1xV6bBF/LiiM0mzBoM0EmwJ0Xwd8Exs/BkwiWg2KaBW6GoVMzmm04bwRdojFsenQkYCyk7r7uG4aEBj9ZvnpFhoBepWQjvyJYGVb45vsTizzOeM5NUuZbt+Ag5OBjBq3xBw1PUeb7+OfafPKVTLCvq/xb/yIbBkL2jaUvB6O4vTOWffQFYEN2aeu29IXUp4lbsbZBiLsiVYyaMx+kRqpXXaV9gJtj5UaXSxC6hxYlrYOboFOo9e75NSy4kd6LN8xEoKHAkshP0Q0QXvL3SWxgEYS++c3t7hGO/J21VPYLK+ETccPB/CwlJ2cvfLtoi0HOhrGL9RJksD2+8tmrsgC8Dj2e2S3Bou44h6ntKRKYivrQ5TIXANfMIcU0TyzKfv/nu/dmHTzNp47sQYXguxejsiQUhogpplgJVgSGVzXmMhkK4bcgnYG4TBiSHjRllfvWAH6+r8U8tUtgKciEm7owHO1sneQ9dK4RmgsfbGhSlcJyxola3blwVN1O9eiIdD9MhGyNSotFw3+sl0hVIuFI4E01jdV6E5TkEexp+bJAp972RZZkJBLyf83wHdMEOte2+J3OZcHx7POnfH9EoCmDjw8um6XClAHrwadl2ZCjmfbb4GoIknurXkopfPj5VtD+9Z86WHxruUj+gUVDVqv/tB+5wv3Y6BgZ3jpQmbqyGcJL8Y5H7UQBpdew7+qGPlMjSObyMeABHNpRw5odKuiEnsS7hitBfvCcyklCLoGIfOjFGi5ZZ0OYcSPz72kSTOq/SW/rD0JSpxjTTchZME07iYu9SobOdpZ84u8glPNKUmbYswfkU+UHdJ5awZ8LYxVWx4go6p5Q0eK9HtiXb/RS9zEFFQvhqxhFIurSNOY4FlUBwuQT0glclfA0elb+HzcGDfa84CyhzFeica+MeKoSQJyzmZsy3/sh0Xm93JVQV3NsaOZzJVzy7Ek6qoBBx7LKGc6/qYfugPGgm3E1QPve6uFSKg6Zew69/1JdD4JCv4/5elE891BbbN0wDtHtvHl2lD8dViRZGeNQPshMPRT2LglGYMeGv5uQDNvsTQ4n7iUCq1jUD98vIWgbmxyzLlAJA+1HCYYvKsA6ybGFTwmDbGiyH+3+rIT1eXKO93UKpwv9qs/0wKAqmwd/egj1sKU3/81rKhGql8ezWUg4xDsILmcf1UOv7N+RLZ4EuNWoYgRBOETleLQ4CNcOJzWGegTOkIDpqeyRuk0C4nTem8SFpMLTm6UqYWn5sKn5erxNPAT9OXua2bU9GUyvX5TWDM8HcapZt+rmEMQsk5FUqNsJB+j5O9/8iQIOiSg9D0ouvY9oNRRM7oR0B7Y3/Xt4kMeOfjeII6K1C8sDol86gXmob9MlLAq8P/IoCFPy7cooaU30ZynQ1oZzudwshGX36CXFr8GI5XWiQFRJK7CmRRiWFCB4bxrhpLSFR1/X7tCnzHWBwOMl96dPEyA+tazqvxwiCnzBykMj0AeyyaoOrnwVcD2c/JIsFYlWZTG8iRT++XhQKmhVsgTOuOpFilL4h/qu2wGVsUYgiM3dkiwmw8FfRxvrzSNQrqTGJpNzI1SHMN5+kUKGD0yGIwunI5Dz7Jf9soskeFtTVqfj6gqsPeLX5aiwSHWO78hqJAnkpQSu6Tx0h9K3q4Jsqlj0ueWz0nGKN1FPbNptKpBBneplpQXFmxIK+BLW/rQBbgx3ZKeOBLzWpz/UZRLQzx7eQ+/xbWCjvvOee5OS5wF+E4GuBPQmQq7R614K+JcKKDqdRXC263H5GUIIUvuze923IhUU/jB6GNEiIBVPb4fwhCCffGrSf4RmyHx89QhTZSGEtv37PBsTif4PbYs97nicDJd3PNR/HMeppGGkIiqRrVRW/BDeJYkUqZRRMgrJTIWs7HXGnZv23nvvz529V8gMWZWVUinpd/9+Ht/Hfe8+93q/X8+nekPRn7OXW4HzPWEcM1AMhjI3nniaEtH16iurwaatUON05SYtuQT+K8zsaHxNROTDt4wqbg1CgENinFJtBfiz835i+heN3ryWtyBID0KQ9oiuR1k5nDhjA9ZiePQquG6gLKMB2AqlfM6IloLl6Krr1n4sKuUKiaToxgLJa55RbaEKVti0jmKsolD1fn/SglQcvEyvVvWhVsPF6cQ30jeikOKld0Fyp2LAQo1bTXOtGtqFLu3ZiIxCPyYFPec240H0Thuzgkk1WJ7xYbbkiEIfJ9fal83S4PWZ5O1X3g2QVauy1h0ZgdZ51BfUnCoA0TSvXj7pBdfVAoKUuSOQwu0jefonB0GJmfsbo20F7N5RfCt3A4++B/IY6/iVwD052ulj4zlAOWwWpVaAQSdgiLuuqhjOD1rK+2blgtVUc/B6GAbtmVg0F+aNgIRcCbk5y0qo/fHgEu9xHDpwOvLnzGcMrMVcu3D/LgJepc/T5udwSHrUpDX9SwaYezP/WyqmQpL2fSXjpnC0i4Qt0WkJhuDLDF37qZWw6Mo04WSHQ1Mz4e/sVLPAV7DnvlU+FWIoaoNGtuHIWVph4xbqBQnXfYEaN2lwNrdgP3cYBcmrCn69r1IKmU2KD3+lNwBBhMFQYByDKkXvXB/nDIcadazAEKYBGhZ2JxSfwSGSYBd3NCYV+itM7ptFkGDtsx3j5lQEgtMJn+4O5MGr42wBxxiokHDSfOtEBgY9CLnua0/Ng0NnGx5aOCPQ36XGtJSJQaHOYh/ZyAOQeNN2VjWWDINin1d6FQio3eFoY2XMAARK3rfZ+zEOUuSTY91lCUiv+5rZN65cEMJaxuwKQ3BA58ir69P0zxHa/eTUvwGYf8UmKxxfDuykz69Ib/Doa0vm710hGdDCkCnXGecGHrHGpKUP4UhrX9l+7R99IMmkann0FYIVK1JRoAsZST0z5XkckQO/Erv6VRipoN3wlm/vDwy6kmndZyhJhrVZnpT08QooecsR+HkgCsm8+KvWeoEIzHnYsG7bSkjCig8xcGMR9dq8qr46AUY2Z8yD1SsAr3tkOlUeiyYTaNIHrFqB2WRJnNu9FOxWt3IU3Ilotx3DZ71DrRBKPNVj9acUBHgpwYWqRFQaSb7NN0SCu01ia7HbVOA+eY7/wocoJJhtel9CDQ8HRHZNSXLSwN0tf/GZIRb1eXobnggpBpveLw9Houzgxsk7BhkBGJRrHO22Nt0GXPvU73AJVkJs13IRyysS8rSy0jr/px9ux4gdDk0IgtIDP6prA4nIcffvpV6ZAfh67VTym7OB4NQddSeClYgeLF6WCCxsA5/vrKp116tA8g0a5bhPQmt5FFKAexdIWU4y5pvmwgarWomzPgVVrM8svGBvh6cRTlJjclUw7cj3zRlHQgdltLdSVLNh0tfJJOhuGkQzoAyqbDiy2BK0mLVsB5eRqF7VB1Xw87sF3OogIfja/Wtbqh2khtYwifLVIOk4cYgli4RMfC4fu3SvHQ6w+BJz9SqB+f784ng9CfVHcZ6XIbWD2v45sSr6vPvvNRtNXSShVml1pUZCHwj3p/0+XEKDJ9t/wph/kdG+Cm8nePQSPstKGGdbFMLJgr2aXqrRqKVy+/mw8VuwPBySXRRVCI0lHbbflnDIicuCd/RaOfyKA7L+Qhmc/sjw0TEqHOVPlLrcf1IG38RXRRtPl8PQCMvgWYVwxCQ79OeDfyHUTiYfNLkbDIl2Mcx7nei5chm/tut3ITR0vDw8ahEJFVcPfyyxwyB282emfKfagffodnPoBxdgV280zIgloa+8BWvHQ9rBOzBudybGDSzbPl4Q+EBCTZffLsSUx0FFzsf5XWdpYLAPuDgUo5BdbJFIk2Y8rNu95awookG41klVBVF6bncTozQyusG+f+/vkyZ40BT6rTWcQEFHHxkx8/B3g6COTPCTWiKw3vrE9DyAgiZv7Bt25uuGq79HOhdrcFDj+eiqOv3chXy0qudjDdQbadyKRjTgimSfNO6MRBVPaRKk4zWw7MFqNZJFg66PbsKGmEhUc0Ph3G7OZlA2wj38zVYDgRG0d9LDeFQ39PfQZG4/bNQx5ZXn+cNjhTTJh+dIaLeMjc50Sj94y63+di50A3nd6bg2VRJS7f+vS3B2ABwyt9qe9SKwpMYk2ufj0YVZWn8o0yBMsLnWLEhSIXlJZLjYAY8w53e5BtT4QULOXEVWEx5klcxMIqtwqC1Ovs3/ljdkvz8l1FGJBXxZv/jNnzhksZMmrFRWBDLO32+qKwQDUSpR9dYLDLLsah0xLKfC6rtibiFAIH7uazXrYxxSCPaJQF+pQD4RZ0lqaAC9hdsV3KE4tK9l66DOCRrcsroc6XAfgVe11ROtLBxyThy6Ue4VCjq8hYF9UvXwfOW9edkdHIrS/LoW948K21+UIiVLq+HXOnFCHI9Dyvqbkscf0SA2i6Mm41wNmArlOq+P4tDKnzRzKUYa3PSS9Zyqop/Pa3++RcChk4VHWM0ONUNnRtZ0fEUm6NYpnx4ewKMJfRT6vagJRBw/rJQ1ZYDY4pDW8XA8uvUtkZmfvRnKFd6umOSlg/Moo+JyPx5ZKLcKRP+lQhgj9XANvX+S+6Km83H0e+s5MUO2pcGXkF/Tt29nghtD6LbKPA79TDp3zClrAH5Wh+R9LU2CFb8jmbo8BGRC/mFW498JBzo3jzpUVMOdhJqIr1/JaDvEOwFzuBMM30hwbojUwB/MQ1Xtavo8ZggeOcpPfx5zpgFzoRqsqew/D1PJSNnEVsnduhOm/j296kCtgZWpJvv6OTISwUkd5rhZAfqPJWyrgzLB1lQlOXBvBHqzUbAn92glpJ2Xw251ZcDHdz8L7Kwi0J4DCpXBOxVAlj8fnJaZBdUdT3WVH0agKuL+rpTsTMDcvRZUEFULsb01E030uW40yZyX1s4AzTR1v7TYWugIe+m6/jUceZ2plvbuK4KnXLYdzfcjQd9SlOunMwYpulXHM+llgMDe9Qz9zVIIzFpI+G89HGHlT+GJNdHgLZD0wuB5ETBfFWZMfI5FWJGqNi9hLFQ+zpKJ7yoCdQYRE1wTFgV9bLBIMWgG2fDd0u9UKKAY5rSzzkxAfl/O4hVPNcP0f7/zsZfjwMZThfZxAo/W83h3F35vAoavrI3OfmQIYTH9UlqPR9qCnu9mV2sgr/IEeV9WDqyV3mp41xOJrg9k75e4Ug46VgW5vi65kMt38olHRDjaxyfxTdyvDP5wy+pMu+YBT7nfW9er4ejFKSXH0wf6gUNXxcprTyr8+lFe3GhARi2cBmys6aVASJc4/LEhHzwDzSeObGGQ1/qlT27YATBCJiZScYnwn4+M+z4NAho0bfjO5dsE4gFno6KuVgLf40NM8zZ4RLsUODc+0gfb9TODvAGpcLpYlOlzKhkROIml4VfC4Sg+k1JZXw/pQ+fC50RxiOPMr9tnP3WDB2tP8Vf+KshQiawVzaQgwsHOvsRX3SDaYrG1h1YJjP5uvxlIFISSLllf46kC7w+ryYfoeTMrfS//6WsE2rd/UMTBoxKiOc/X852pBc5L/sau8RFI1jwnCLFUAy7r+RS+uAY8SxbOPFOORLOd1OcLxjUQEu7FlmyTB3zWywK4pEjkKtDnvnUsGqgXvzYctSiHhlfHmgN8sEg8fvXxLRoWuqg2qXWlZfBq/VLASgEWGc+F/sM7VkOkkUVfN18esLDN/+43jEQPU3ryu5q6oPaXR6wguRpYdNU+DdlSULpsDeZ4VxdcLhjjNE+qgoB4M/Y9DhRU0vXXHkepBO6PJuJn6XlMlWZW6MmLQLuPdzvWllfAcXuq6+n4IljvjHL3VIhAypk5ZLJ+JZh3C3pY/CkE1T/ftZVDIpCK4OnqVS83YCyWfn5XPxGYVLhYX/BFoyaN9asMpwZB8lxp+9BcPVw5K/Yt7Dqde/VPnNW4PQgJkxqOPOsNcMKEP+/pn2i0f7Yv8J7oIBw/F3pt6z8Em2j6b7sCHnnMVto/M7aBs5xeihSvWMjftahHfh6NXmhv7Y8/4wIlz0Q7L7pQID7jzC6589Eo8zEhUlKiCnqCLLRv7CmCJUsJrPp2BEqdHuizyK4CzcTGUo6+AkiR8m25dToSPSnRYJMQ7gCNZ2/YE3jLYUS0Y+2pIhkZJeeK+IR1gKXk1SMC2uUgSPNYZnYmI+Iz+//ClTrA03bOzHJ/BfgdHxE4pUFGUxgz4tULLTARVOxJlE2Ctu4ojvtJBBR5I/Vv1jQCg/MF88Uv68Ft7WRQbAsW8aMPmV16PtD51f77zvk8cGwc3l8wjkMXQ9TK+nx8YUCSS3uaoQDU9kbQdnfikHXQd+uvqwPQ3j/kZxFeCb7EfEoykd5TvrXCqosDsMsgU2QtqwLuBG9f1UjDo5mMZ6llmbmQEFMsK9tUBt8fE3XFOzHoehe7jRNHPrwVU25oYimHd4xEy8xEOm8vfy/47twP8Mm0L5zmBAY6PV0H4+jc1Zpb2SjZDZpKZWkD/lUQcrGBTSWEgrS+JZ8r2uqCYlpuzK3JSlC7PWvT405B3aFfLT4K0j3HrVkhSQoLD3VCtxS+hSNWPbZf8RQEjateJI+kZNjQ6D7/ORqLpmtfKDudQ8AyPG5VX5cMAuIya+evY9EU6YDiUX8ESdetRm6eTQX77j2PS/yx6MQ/HXGzly0QsvJ0ERrqwOh9ZxzXIAHZK1RrRM62gLNzfyhfUR3Ezz8eHOAjotuHcsyXQ1pAu/W7jcHvWmCRucR+c5aAxO6YqO152wco/J1BFLcb8N05917iEAU9CFvPH7vZB+b/YkZ5JV/C4izL7Y+XKciLM8Ev1rUP7EpHkJCvL4z6ifFuH6MgIu1piWR6PxybToFShQy4RA58wqZEQsOtihYfrWvhIZtpim51HsjGLNkXbUai5/aXvnjP1cKoyBWZ/7A5oPMuSIeFNwpJCedov3vVD1nZe+tkOzKgzHyDz5ZM51LO4KrRzX5QfpC17CycDCx3PghcxBGR9gtjnwDONHj0hWV/9QYVeKnS4yG5Eahfb41UWdMPd2qO+53ipsAdD4YyPBsJZWPWJpxMEZQm7rdvKi4Gr3hruTh6j7T+yO/Zpr8XH9B8cZmvAVxVEhtO0d+rde/k6Yy2crialj3F3N0ArQsHU5Lbw9GVcSfmRlo5iJgfsaXk10OM/eslxtZwdCSkTZw7KBGsiLQQbZQABgbF+Bl6X1idvXD90Z5BMEpdyb47XwqdXVyGBU54FMTPkMBT3AKBPfEDucalYK72YP/MXwIy0w9xNmFphQu1KxVT7KWwt/7v0Y1LRBTcVTbYzNIFAW1672+NZUBUm6WGnwQFxZ9X+zPC3QWq4+dn/Palwd+GwHhDKQp6nSvHdV20FB5tsGs4mdHggfSNs3/eYVB/AWeGsXsJJPxU2jd1kgbvV905ivIwCDt1q2zNqBQOND0Mvf2bCozqrXK3PmLQvRAxvx45BMxFz3eNhzeAm7eBZdUtLHpvEjc/ZIfgEfnS5SN29SBCnRFhfoVFpw553r7u2wC39n6KYZpqgPidUz42f6OQvmXsyhGDcjC6Jycz/osKJn+WhHnJ4SjH/Y/LXl4ESkPcb+wH62DC4i5P9SUsirixkSGX1AK7+7yvNqolwcmahHzGDQJKH/gvZW07GCJO9fMwFiFQXtOqOWODQ6JZ+FQ22QCgqC3stdRHwFkdf0Y0FYfM8k9fPKjTCovHXg/5acYBISZRltWGiLp2jalubdDnKEV9md81GY6tc5SpnyWicdKuS2qVA8Adp5RYVEWAEwTdg77beGT5Yu5T5fAA8Fxm0LiFJYNnQE2KbCMexSRo8ct87oXx6YhrbdRIKP3CLSf3loK2L/ORps73geuU93rKQBRMZGz3KBlRkLfBQNOXT33w/JlXpeXLOIjmC4jcCSGj0MTTbZfP9ANGez6Fe18cGHgbndwQItN98GBuiUg2cHS733jH6Q3uV7Ayq3Q/kpCiMsin98HuhV3PR3eSYTMx8WjzPBmJnaw92pzWB/iqQ5+7DqcBPj7gz60FMoo4OR7B+aIPjh8u+2wdnQqSHYybRacoyPC9j9j+nGg4KUf1d1yvBam0x3fe22ER5Rhj+qtoAlxscD/253otYC/ILf6UwKIaY2yavhgRiv/cSEi2rQP/XfXfGXmw6F6rw63aIwP0XvO+K/EsDXaM+v9R9Yio81HgdOreATg9eyunaCYF8getDfbaExG/9lL3KZFKmFWZPlY1RgXj4XdzOo4R6Mme6N6kuQqYX80VGr9Og+8e8/+UdSPQELZjvUOvHbDN4fJBjonQwcHzzbCOhG47tF50T2yHMXtR4KiJh4M4lrzEZRL6R9hXw29EgIe5l3y6v+XA56lNk1JZLJpsVPBWwZGgW2qSLAq5kFSymcS6FIUCDp7V7PQmwHPcbyKfUR64tdRbJFzAIjW3p+cMLvdBU8hHLj1fGjB+O2oWqk1BJEfFe916WRAgG1Ff6INg/+2LBb1W4UhodJQ7/0wmtLzd58sqiaA/tGL1fEk4MnyR8rm2kz7XI5IvB+sQqK77JbIjItqqwnS+XW2FQweyo28bIAhDJaQXI0Q0qjKb9oZxAJiXVWrkPBBUppZeF3MjojDtQE2/oHr4t9xyxOo2AXDjfHVrGVEoO1SDce5KPZRXins9fEkGjUNG//lFRiGmP2fD1a1I8OmvL6OWPgkivDaqRlaiEHnNYsmZnof/5DF+Jvdo0HbgIetteh50Ti8FfH7WB3sdPoj30ui/V1vx2qQIBSliH93J9u6GW5fnmazzwmDcdeNELZmC8Be57nzY6ob8c77vxWZDISeWXXooi4JSHnh0lkT1geKDMKn6zERQW/xm0PuXjDiOPrLQfNoH75xFfDLMkkFVIH7Q9CwFKe9jjLS91wdlvvvt8LkJcD3nZ4aIEgVdD9nst7ydDeOPv+9pMqUCxtX/Lq9UOMrNSzNNSMkEk4zkxYozvqBf/2YfBheOwhwf9F75lAmvYxKuEtNdQKYgS4PfJxypc/0xH35FgHwpli93M+tBothP76ckFpV/4i2R8CWDoM8uD+z9evBrDf/V2RqF0n1H0y9TSdCRU/XvtASd0963EsZnotAYh+17y40y8N9rd1GGRAVxyfVTy3bhyNaQopPJQ98ndpWjh/9lg/SoVc96FAH956hh1JvaAX8tlif/BNTCHZmy8jNvySjSwbd1198O0DW4LnmSzs+nI3vvmhaQ0XhntyGZIQlkpJQDn7Tmwc4fP8qBYjrfJskSeVoSIbHBmF0voBSatFTRj4ZIJMRW8VUmsAEEamp8aSEIllWc/zXtRKGwRv1ZZ34EQcsBW6l3EeTYcjmeUsWiosmLd2prO+FcFsNkrUMyFFY3adQfoKDHe5fUeoMLwaX8w80BFSrM/g1qeueIQZXqDpeU+QvB0Et2TDaOCp2HZO//ccGgsFfPNz65F8Dyy6id6OtUOMR0t/ShLwbtfjj2ri+/AzA8+GdSCAHxfm9zQAAZdYQ+2hF/Ww7SSlPEOJ0sYOIRnbiUHY40V+XOL0qVQ0XU53vL5dng8+ceW3VQOEppUTq3GFAIbnplVkTZSui1jNqzRf8+ez2VCk5dLQJtb2UiW08lzPOvj3LaY5BAxLP4PS/a4Ieup3uRVg1oE8TKzl8goaeHbW9YarZBgP3Q/St0b/AHB8zsERIafSyaboRvg5GZW3bCatVwXXZO21+dhD72sHptvakCfz+LkviZYgi0OKwKRyORsmQdi5xzIuR6XdWfCS2BsDahmeLBSKSq6S9gcLMH3gtxRRzkpEEiRdXibQEFSWTyP68iFUPDxp7ehwYYuFd+WMonCIMCFw1D7p3qhqLYz0GiOTQ4YNVwmTGA/jxr42AXnSdF+NZqopaokK76qHaIzpN9RlWzuoUlkLqZfDd2bxh8+GxaZFmJQYu2xd8ja0qBAee54Hs4AtL+jjDV/sOgqUgl6/usFUB7YCtA686GVSexN51L4SiD8uqVzq0uKLP+WCHKXwGCbT/fLKlTkIruQ9Bq7YS7Z6aflkyUg7IZ5xcjdgq6wXKWaHSsC8aaaiky+8pB+EWhaKMkBdUz3vd3+doJp3rKsiMTKkAp0VlJ7zQFZbW8LNhvXQwjJTJxnQtYaBX6VFPig0FgpnvaLSUJzDyBW/GLD0g5O4xyhUWiF04W8sOJSZBvJcyuOvgKvFd1Boro50KMpg2Rd/pBc9naTNuABumEQ/yfxklo6RPTpXn6eTvu9oGn/TQgX78udot+nir6YXOjkArbHV8MkhUqIO3HdJ2QMQ5lhauHsZg0w9AR/881uQVwzotncewgAaVsxa94eHVAY8kn/ROhyXArZdZs5TkZuRZXrSb1d4De15vVFmspkHzkl+sGiYxcJG9Wf7uNBSG213G+Q5WAG3lhWVuPRcptEU99P/eDmW2P/xlCGlx484Q/NIeIrlzAapjs9MMa01NOA/EcOKhXPzbhTe/Bo3cv4pbJ4NfrjFfXK4QwLM0ntyoKzbFPcvw4NQCH1TZceihZoJecpO+rSESv3BvzIwUKITrXR2Htch78M9LzbqXPXebPoF0reyjQEOScw/m3EiJdl72flUehRLnIEc/3JAja0otsla2GshBYqZ6KQgm6PVLwkAjvmiPu1l+rgoq/l+5PcmCRTRVrrMdwN9z8fEom/kEy1F5rPHQ4nYIOUve9I77thsLzc3+9K1IAk+p0c46+52OOPc8MtOwGu9OaaXrbSUA0Z2LUwlPQzLntk50ueTC1T8pubq0ElHRFan8VYtDFlSu3dr2lczvj25nuaBr8JOd0k/xJqMHhdPyKfCLUn9TcUXvqCTZGhuctZyNRJs9T5YE3eCAvCdqfJvrB3sI+/i49LGrKIrPE8uRDRd3E+eijZSDBJOgxloBBYgkKE1ckB0B54OAnjAoN6Nr9QYaTiAYstNMdZqjgLbz/KONsLdzkKtut5kXPgyNnLOZ8M6glJMcJGadClBN/Vc0SHi2p3xKXlxyExp/n5m78qYP9Da5c+yXw6GKSRNnkidegBsP8CyfoXvbe806XbDTa3PaNs8aXglC95p/Q5nhgY7zHte87BuVY4oS2WlKhiCfLVXX2CTCFBYtZt0egT25qT+qjcyD/dEQb7Vc2uKhb9vBtYpDvvaVJ/rU+kM/ZYXot2QhKjAetbviS0Zme/uTvTV1w6WZFJcakAUSPqq3O2FKQ5vpWtaBeNlz6tSC30pwFK4mnd/2UDEf6uo8f3rMIAa2Jv1/+46FC0cfjv1ctcIg29v75A7oX7S2f6BTfkwZB84wbAaE4dMq0pP52GBXyPFHtOkoFFszKcP5lHGIVXNb/2UwFavGjKS7xdHAUc1Y3pHP1eIdWxvrJKjrHe90IlSyFg58Zzn3+FoESXUquTl/rg/aNEN/q/Ex488Ts46IGBamxWvz3wJ7OFaca4zj2ZENFxwnX1wL0/EycvrlQOgAHt45le7zGgfSJ9Px/uwjoXIvw8IzpIITgD4UNx8aCxjqBK3AuGkk9WVmMxnmBoYVDtaBaMRwPuip8ZQeHvjJ1ENt5m+H13hMsI5haOPxFoCFqAo84TbxXZt42w1g5dnizoBYeWzX82yNMQP8sGrK62M2BS7CBtX2pAcJL2n6/8o1Gl/4y6DcyEiFvSTd79EQjOIYc5pU/hUXdFU/GeSqjwbjq+QN50UaQFVkZP2aLRbfnras2X+JByupo4MV8GpxM3sVGuINFKhxqo3PHBsB75t7oFrMNTJk/pLRoEtH2y6ljXpcGAL7aJ/yUtIKB1NfxC78JiP2mKiWZntvZZpPWevk3MG3nW/XkKBEdH2V78L22GeKdsxraV7NhziIzJ0KHgCSi8IK+qh1QIJOQ6vyuCr6T5JUNNclodKdNPy+7A6qtF9Iyq6tgz3sHEV0/MvLVP+/oat0BxZqX9Htjq2GOpurc85iMrOU9DPZPR8G7Rp13V83cYbJeNSyvG4s+LcpdOvehHY7r+zyVolTBBbHqzkkOMlIa4uRrVOyA409ZDnbvrwKLsZybOdfIyPH8m2f/rAcgT9p4dCWVBnuySC/0KARkGcH46OLNZihaXKo987sGiNreohs7eHRXTUqT3N0OSrwdYxkrliASUtTmw0xGGQfquYv0OmDDzmn+hY8tBO19wXT6Lhk9vBbce/ZAB/CZnS9q4ncHmoVD2cIZMppffGfr79cB+xTe9rPccYfiPaed8uzJiEE4WI4jgwLXMa92caBnsMLAy9+aGIXyNXB5RU86QeXI0hh3YB2MRT3d/W2WjIw2x5fDJ/tB6ohQ7b+TjfCjWPfDf61ExDO2UKJeVQnmlm/Mw35WwW3b83u56yNQRUdOsqpNFQj5Nb7uCS4HhR9Wb6PZI1GppaSSmVg/ZPd07FyQoMHpNbs2PjEy2vb9c2V1Oxly3W4pMdT5A+dckNS0aiQSa2f71fawDwxCLPaMR8VAtkBj62sZClLIN2f+odoPMxVjJzW5w8Aut7bzyj8SmuIOng2k8+67zi03m7gqSP3LXjgmgEMKm02vU7/5wmD5Ww/TDjrfvZFdRU04pJ78Sv0xwRPKtoTUfkhRobB2M2d4TzTS3PWv9sazVrjBJT+y52oBGHtW5DR7EJGh1MpXN7FWCDvVKdw7lwvX+4/esNclosTYazp31oLgtQyv9O2MWuh9VeGi+QaHDMi/ijyXBqCzKNtBZQ0PabxsHqwpeDQ3d88qj3UQWhh0uhiLsfDzqfUMrzkevXg67snGPkDf41+MBfYhqPF+dXDSmIjcJbd1j0UQAWtDEFzeiYH0kUQ2wYNYxNx0Rite2BK+Pt2e+OKaDhe20IH7LtFIJ7PgTgwagNZDWM+I/lRIkVgfDFvGI4P3mf2vXiP4OYhbiq1zBIe4qqfH3bGI81ig5dOaTgh/nvl8zacW7ELzZ0XpfPvdqfbUUdVOEHD/t9cRfMBaKG7iUR8Z9SSw3Yms74CoX2E+zgp+kLWdJrQYTkbkuzKa39Y6QFjo6s7LzTcwMtAlVphJ54Ec3I+9zJ3Q93ha79F0CJw755nvWkpGT95HSwWTWiCNf5HryG8aKCyGx8x/ISDF3x43Z2zKAKYfRXdm18CqtbJ0mBKdb80VBNUTy8DhsCivLa0WLhc4uTHohCMBz3TNvReb4UN83/dI/hCA4V9fn6/g0eWvNgqMNs1Q/3jITfGhL4zenY/2OkpAKjiG8i26P6MQx/Uf81Q4UtfCinPDITOjty07qVQQuSH8QEKPBqY4FhvvOzi0a43wkmbeAa/kg9ikaKnwaMcjLeUh/fcO+8nJrfZDCDYQ19uSC7o8l43iUoiIa/GjijzdQ986GhMcVPOh4GZ5Yw3dQ5PGLzZq3m2HE/+aF8YyyDDH+LviWj0JPeS729jk0w6K/Uq2VfeJEB2Uf6RwjIROigRzSHkj8M5nc7JURHA13eg3+GARCnPhX8lCEPsfx7aHVQM4ZB0qrE/AoolZPZ5gxn64feQN9b1GMXj5NX1WtySjB0ItfBq/+yDofskTjHgR9C9dcHBxIiPWlIt5wy8sAVtU9Tb4cxRgDsQ+93odjXC8F95du9QMuhLHPUOPEaDi+ZXo/A08ypBxinDfXQqMnaK5M5eLYX+ejn9fJwb5FBmZMrOWgG2psdQ4pRiGQvxZCWQ6z8QXWRmEZsOuArY/pql1oCdye7+HcDhKFHW/WumdCbdlWt1so+vgjbWFgndsONL+PYUynmVC6TDTn9L0emAh5XcoJYejZ/8N5ZqcLwRhY3ExRycabL4Xf9L2GoMeiPRoaXS3wXdxn7qd54Xww6qxydeahKxcw7t6E9vAyZNZyvBcEWR9tMlf1SYhu5wt0apBer8foYWzNSM4MvPd6vZLHAq9IK/73aQJDMx0lXLdS6H1TQyfvB4e+TxofdTTTIMrqYKxGP9iMFnbcSkRjkZCBS4/3XUaYeRMC8tL2WKYyBsNigiJRrp7MvW4DQZhnKOtN1+LCi8pj3He69HoWZWt+O8ZBLnPtQoisUmQZnxgMrQVi8K4BI7vvU2FuMZ+ns86SWD8/aP1Nhe9r18aPtBQpsLadaFuN4EUKLVb2NO7D4f+5h/DT5xrgZ2uKqr7tXroUTRp1E8koFo3r8Wt+maw2n63ccCqHjKZrhN33yago0F9x5P7m+HugU50yqsOsP3xp6wfEZDRYYdvIUczwFhV3+hnkD8wXRVkiNoVgQYSWMzCXrfBe4+VM+nvU0H2HnOOoDQJaUk05jim9QE8nN52uECDh1zEwZIFMlJoqgxkZysGEvajVd5GDPQNH6PFuGLQMYc/b61EBmGUWhqj+7kE0rxCrykr4ZH1Iz/Onr8tACIWmp8C8kHr/JtPfdJEdIMngefUnSLoZHAP/EWLh/cin1me0P2UhmvuDtndDmyNZUoPTxZBMM5L/0coCXU2rhyyVo8BCbedWAO5BlAjm0ii0Cik8q02zXraFD4OHD01KlAMe1wyt1IDolGBgJzlocFuYI4J+x7QWg67gt4dy06joKSXd2S+Bw3AZU+Xhp2jeLhbqdvwwJCANq8FCmCmIyCq8Km+xzyCQvnoW+WsONTZztl1Z28fKAlfswoRyaHzzrNpvtcUdKE/SVy1sBQkzlO1d5lXwgWaUbXcNt1be+LvlSf1QAG/h/uGJxW8vh9Zcy6koP8kRxUrOUhwkl/ETr2BzkX2lz75bEWhtgisXXolEfgFnHXPWNKAdsFVIpAJi9w/6AzH1lDgzCBxX0MwDSwuiR87GB+F/rQ82fUKVwAvcH2PwwdNQTt9jOXPWwziaMR6j2TFguilVguh43g4JcVXNmsche5llVolnUsAsxJWDHEHBwbPYvvND0ShS7e6X7qXkSFLeu8EiaMRrBbv8bBSoxDru5UIFukKKFDspEbzN8JKOBvru61w5L/nU4hZXT8c9Ut5UTOH4Pvxmqu8B0moaXZ1WRjfDzkK0ofO7aOCoIClaOxDErp3ydKo4WkX9GUrhbLah4DsM8XDPbcoaHti+Cn7oR4404DXlWWjz8fCT6b2HArKt/y+94XFIJBtstcOr5VCSdpEBedMNCK9jcLIPe2B6cjUFbtHDVBS9JJXm36fdWMNRccOtMJxWbE3Wiw0OMK+4GmsRESOxSKGS0wIZjgcd+7XBAJD+KPgFAksunQ/xWOfeASckjfVHPlZBJU/inOMeXBoCjMXceM1nRsU8OcCf1Ig2cRI9evhSCQ7YWrW2lIFM1PKth0hCbBKsW8zEo9ENueznqn2VcH5lAVOht8EiHs5IsgmEYlCRe8xqN7PgSkrlbGXrlXAEXsxJeEfBn08uOravdgJG2JnqRXOpUDquyl5jZeCwoiv9oZkUMGiSup4nVA1mCWbcd+/h0O5NDS9pUQF4y+bM2rG1XBX8V3LB2YcysiWSrvmQII8WemVG9Y1cPIbPqZxOQrZ2Eq/rOQhAJf4uWeLrjXww1s+N0AZi0JkPu64+BEg0VD8sE5nNYjVqujxX8CiYX5s/kurZsi4obbuP5wFL5PtijIPE5DeQiaHwEQzfGl9oLXikwV/k+4f/PqEgKwcbzhr4aPh/YmDGiqBxWCR4+BAc8SiWiM30x17IuAWWIhejUUQ2/Qv6R47Fr0vP5sQfI0I4XdSTjTkFMNPwd3XV49ikdaNMZKQBL3nku0u/uhOgtJBZldPbizy7BR50dvVB/e2Vms2yxKBGp/wWpzOCQ+G9bTZ6bn6r4DkwTfYAFvHJ2Pb6blCxxkfK3MOQMBITelu8XpYPl1w2UeHiLTdbDpMq/oAs5ND9twXD6qdRU3vu8kosi9Q+sCFBIjZnxXi9S0WPgTd9pOj598u+nmd/fsKOPfayEx7rAHe8YUQxbUi0Kyx2CeB2Fpo0OrsFaA4wA27kx0NTFHo6nxK5WTtAPD2nT0X7VIJntcqSPnf8Mgvy4Ev5VIHOJYns16OyIaAiqmkag0yOnZQ4vlBlg5YZL5w84V7JnDs2eX+5ywZhd5zvHkT2wF359vFA1cyIb3K4c2512SUfuq2kyytDb5Vs37h390IbBpkJlszEvr4WOZQ0XYXnBec1DA8WgrZuy7TSB4UNNCnpfAfczdMNFZJGc+UQm6EevJtbwo6AdkuyR+qYE6Xw7+NMxkeXsRsOklGIhKex0V8XxUYVW15GbqlAO3ZwTvRSxGIVVY6zPBZB3wPOkm116mDcvPC3TdMyUiAwVnL+UQHRA4VhK+J1QPe9cLiiCwZHXC3rB/5lg8P5K8V40bL4bior8tEGAbNzdvIPaEWQMvrncau5jKg+g/E6XhhUH9lFLskcwuwH9/Ac3ZnQOLDcj+qHwF11gnstnnSC2IKR0XlbUpBlviEnBJPQen/PqNvlF4ICc64oShTBg8P/McTGk1BG39zD43t64U/OZI3cH9KQewNR3hRNgV1fThvY5+CIN/5spXN2RoYkl68IxJD59u3uz6z2ZKBdVjNXH22HHK5PLIbO6LQqRa2fwMGRNDuIPqckCyHj6ql1DuHsShi5e9vEz4KxKsMCoptlYG1Ml5upjgKvSzQWli42QvyPgmdsQLlsPly/8n7yRS0Gd/zUWItGnbrnj76cCgbPPgnOEqfYNGHgmv/cDeJ8Ha8ou6HRzbMyN79+fsIFi0H34h9cHQAVG9GXNgcroLsE1NmDreJaH0ApQ5Z1IHpxK2L+o8QSPDg2UavRSE5fvLr/QJ1oHXf/PqN7gbYlbb9b7dUFDrgnH10o6sOvBJKLk52NcChmrTQC9ZRaPivPG8y1MFq0u8a1YksMHkrsLmjGIV2zCu1B4abwfi3yNAenyqI9E//ftqMgMZe6UsnmXZAwmjm1hGBXPo9hX50NiYj7s3ssOrgAlhr0fCorqoASpdeNNYHg+IeyMryTbWDzLx35vLdbHi0P/eiKt1/X7b1rn2a7IGOQnaO4V9UaMwxEGbJpyCGlaGAVtdusPiiz+QiXwYrv6xrMCQKcgo4M6Vv1Q1PnX85vpEohQ6e63wOeApSaVLkOMw8AB+eb2ZJHHKFM71DVcftiGgjqSDJnWUA1lavst5m9gHsWl6KtRkRfe5N9pqc6Ae0wfzYO8sLmKQbGovbiOgw1yunTdEWcNME9cvPq2F03jxSIJaADj1han94pBd0u687nHpBg466q/OZWRRkEip8tUAgH87Xe+gJ0z1Amrkk9mc8BqGnMQv+pgWQH6+1x+EkDcotiIm8/hjUylWlnLPcD4w8L/TOR9nCup2g7XI6ET1Mk6gN5KoCSQv1qSxre3iOho2s1yPQTKWwVcASfX5/HyqJf5ALtb0FZWIuFCS/ds66x7ASar2YzWjazyD/YKODTVgEirvJd9ZMLxoGjrWSOErq4c/Xjd4KNyziFrpesFKFg0OKccm01TqIl5pPPxyBRe/8lTzP3uiFhDes8QWiDnD09/kPdfR8/vuW/KthrQScOl3mVFXSQKOd+9DPFgwq/jJnfPZiLpCu2XgtvaCCUHpJQfk4BhkCp6Pe4zZQaAvIizmZAuLP+GY2BEjIRAd/OKi5DTqGDvC9+ZEMewmfKsMtSEhx04G241oKH4X9D1vW0qA7glfk8xcMeh+kkOV1uQ8mdI9/4GGnguPeMRcbbQpaSsQODTL2wc2y16NJQlT42/duz4QrBQlee39fWyYbzD3SQseaceD8InPmlnw4Gp+dnZ+8kAtivUNa2lw4cNOb4/aZwKBEncc3MpPr4L3eFY4U1Trg9k5KljKKQkvy3ySyNPNBUsswmvQMB994t5sux2CQKceAyAdMPhz6fjOFk4EIL1QC3gvgMSiEc/FXy9teaGE5q337GBWq/jsjjydTUJV48s1LNr3waG/nCe90BFTp6tyMOAqKYrdDzvbd8N/frKKd7Gww2lbirCFQ0NXTKirvtLtB7N+z3Wzf0wHvtO/pmUgK4il0/WWV3wNXaubLtNbLQFhmofUMnVuOE3oko1i6oeQGw1EiNRtS9XRwOW8pSOD0x91B+Qlw4p3OtHRqFVyRcTmn8TsS7eEeZjRdbIWn3XUuzeJZUEl13ZszQERxMWGz+jZdENCdgs30Swf33TvlDroU1N0T5euwMwCyNS9j407mgaPJP2OqOx65fpE7s6BAg/cv2z6dy6KBJ9f6CKYBh65yxwzxDDcBf50+7crYG8AZrYo6ZeLRU6bHMkITHUCLu5j4LJsGQdGF3vbxdH80yPp+Ur8TZszPBoYxNoLmofVYv3EyMlFxSX52hApyw0X3ZgVrwNJRqmvgMxbt6c7PZhXpB0l5fe6NqEII7sGXsUuQ0f2bcR/afvQDn83WpGVXOcyF/dcrHUVE1xa7JSu2+uH1m8a7S/MV4C4dfXMuhIg8zS102IUHIHe3cVTMjQrgOsRvYXCOiC6OH7f+/KQFPIonDk6J1IDPF59MoTYCchD+tzl8pBDIbCSMSFYp3AnPCeN2w6AclSrBJfoeznjzrdXreiLkE58/VNQloh7nX5mFe3qBP/Xwm0ovArxYVjc4SudS1yOmF0LaBuDAhO1jm1+x0Kl1Wy58Eo/SbmSED9YPgFPlLdlU3kQ4rbgnfH0Nj7wzsQfD2IKAdRAbv9LbANXelaK4IBzSPKv4UNOkH1ZGW71rPdKh0/vB+MUWErryUH0iQiQYwkRZ/NUYG6CQ8uEYgwsO6Q3dVdroQrAHX2w3GEGj+2KYEaESi4ic0U2sai2QzJG7GMXkBf+dNk+1LiCgPmv5K3setMKTRLmlyfA0GB6hqSs4EpG/EMekrmg3vBjRVmG5mQbPb8i9PR5E388qe0p3V3dDS5mdgTAxDVY/v3Jype8N3a/hv8OwAwANIRqDuyuhXdPpwNw1Apr4Zv3QxTYaWlp47bj/5cGhlOieY6+xiKZR0k6z7wCx9Cw7zvs0eKKs16dhQUb1I5pH9j4uhusyqeoqNTRQS7cSKqB7yu+2E+9b5XPgH1PdVydKPvSuTc6IMYWjE3+zv3SLZUG+tEyWpW8+zMqOSVY7haOAQ58OWFh2QRuHownP1yI4qNa4sE+HgmK+On7SedEFE16ccYFzxWClIGMHdyjo+euxI00/O+H5c85/ciPF0J928NuqIAVZGk1jRTY6wdew1wJbWARJtznzKafpvXOqrECW2gdW7l82HdbqABaFtPIaySiHNXBNMLgPvMKnxFwW6oAjSfHLQ2YKah4xtpnY1wkTh53XNRnLwWwmMdqyjIy87A/h4yXT6bqs4dKokAx6io8dgug8yXRPu4makAFbChoHjOWSgVH9TWbuaDg6eFVsytu7A2420BjC/cJgX2Yx/xtbMqquC1EX0eqAxJZQiY+ufiDQ26h2X4eMPt37b33ONBWuMGd2DNC9vron3DZ2LQLV1TZMxncmw+ljrk45y3Xw48bOXlOtSHTgxPPAG3oVoF8iz7/wJxmOJiQuM+yPQLIvSjpy/LrAVjnrXZpQHCx8uO+makBBLReJxqk9XeBoeHz6qxcF2G8of250oKC+FdNoKb9GuMuwvrF9rgGqhKaeXyyKRqbWFTY9ofT5F+yTYQlKgNQ0WVxHeTRyW9Az+rXeDwdnc23sFLNA2ca2ryiOiA6eIxudGesHW74JQpdKBiibcAU69hDRgS3LH1v+FNh0fHPprF8dvDZPDb2QFoXs7xh914zohGBq7/c/HOUwbb6xo/+DjM4YGCv4ixHg3TMdEfP7pdBjodkRqIRFf1M/P7f0wsH3w314k9wSiPpyY3yCgEVDLg4RDbQe8CB+ZzvB7ABL//rZXhVQkB9Tj5fAFTwMcPnA+Msy+GEokx5uiEXsFU4an0QG4MGwbpWrQzlkvfB6ZyhORA38efl+Zc10blbkd9hXCy41r+XltQiouac+MfRFM0xv+t20rq6DvgVTuZzjBFQ+4XdaZ6kZenQjLjuG14L+nfm6bDsCEnBwT3eMpUII0wbnvcJkuOttOKB3E4fapSNlmC83QvhaxJWwnWSIGfyN3/SKRlPZ/kI5wlTIxSrdYd+XBuZnJl7N/sQiD/7yegkLKsSk8HVznkmHDMXgPKoQDn29XLR2/guC4rnP3etRKWDHezH4eA8WSfOceqapXw5+d1yb13PqwE9WUW+NGI7Klbg+Tz8cAA1P7bwKZ7oXjz1o7CohoMZyt2xhyQEQ139x/WRJEVwX2lXrxElEyb2/mzOdO8CDtZKqNJIOV1LXP/9+SkYZrtGv+4VawOJlHYFZow6cCkzRPJmAdEQiU9hEm0A1ONzr89d8mDmgORsthkee9xJPnv9UAay8wPjwRRXsjxfn8NOLQNFuyr/Wlmiw1FDbup9YAYeZPnE/U41GIXPyXb966F60RZqqiqyD3EsT1geWotG55YcsxM1uiM79hN6hangaWG5jQ+e6VrPLeoF9deCTpRmGIBn4dAerTZ5Foarajc1O0TZwrpijxtDn3a6INTn7LxE9us/SfU6uBeLZu44r3i+CrGZj8SvpdP+dvZumGl4KgZeNK5mnCPCYV5fx41cMKkvJ/zdlMggarz667Sumwph5xX6VxWj0y/KnMHt7F2Bco8s3cxAoXKV4n7Sn88/yuLj3IQuI8a++7WKCAbHL6j+o3tHo0PL5IkHpDnju6C8jQoyCPY9mE9ouk9GqibKrU1k/LGUl3W2Uj4dokR6+pBMk1ODTrzbm3Q/SA3LCYrKJ8FdtRnfRn4SeXbX6EDyKILc7T1Oziu5NNofMQqhY1Hfn0umwZfo9O5HVVCmVsBWrSpC5G4EsZjar89krIKXh+vLI0Sr40qVB+PApHN0Xa3YVvZQDuXsikjF2BDgnpXDBbE84+nsnGMdZRucxRsZMT3kyXAotdHRtx6An7EoKuKU+4GOwfHK7Jxd2vePq/RlGRnZ/1D+VUApB0hWfGPo0B64s7dRyOGIQn2RiN2ZXP7R3P81MFiiEdcRAK3hCRsof7K2469rB8+a9VsaKcrh2Rouj+i8JTeoMJH4u6QJKFPdmWSkBvj+wncyyonuimrDjYFo1UA+U7819UAg9w+3SGs8ikc3EtGk9/X7eNJW+58jIgTOZmb95A0joVWDZ1ElrKsxnSQvzHSWAj+ZxRx0xHHKWOCDwMb0ZZvzghHszAqZN+4hCVQLi3zEZSvvXB1/vxsmVqVKgoTAJZJ+RUaM7+lYY2A9rYRETn7iLQPz4i3V7FxIqHPrEnenSD3321hcOShRCgcqp37N4EnLzqxFhyu2H3X/Zn/qoF8LHgNPPeC6Q0D8/fosHUk3wTDl29q19CVw9ZHOcVxKPZiuvuSaapoA+xS59ZoIKtcIvDg6diUR/057VbWwnQcFq7EXleiqEu1n+1/I6EgnFDTz4L6sIphm4e50aqkCdw1g8wwmD/BvbJUZSu+CqzsfHNOFUCO9bcpwzp6ADNs8P/+orAYsSYa88un+YrVS7lTRgkLPZJ7ZHQmWwzhTTDLoVsHZvrFNaIBxxKLIbDuZQYfout5fiySroyv511+EBDm0N3k+RsGgG1cXmXaGLOXB/SCQrgp2AYnYN1+jo9YF9r8XnMyy1YKng8WdDmYLwV7ObTSL7wP3G7hQp/lpYJJLIOv/ovpkofsi+pBHk3veaj1eUwEtXvezRwWg052wXZsTcBLXrl4SPPyuFXQ9Y7z/kwCOTrK7un2WNsNS9OLJrrBhu2WQblA1Fo0v9PAyv+Pvgv/ZLyWLVCK50BXkNPKGgke1uU51ZuvclmDz6/BhBpkqWwWNfOid7sY97FTZCYZp/eldnKeS4zAwX90ejffih5g0612pPMSSzfK2BXydLNGpuR6ORSup/rGxNwMiPq11QTocHblcrrnLhkSFNsWWauxfseGajPWxxsM2Jf8tJ3z98xb9CJFx6IXBtNVKbNQpyt/FXHsVQ0P7zbv4/TvbA+8T3xXtmq+D1cqRkSy4FVW7hHt9MbILBw3/fCO+vh3kNFz2Ft3gk0j6WUGxPg86kZeYy1mT4pvo+r2UBh6rYLz9oEKmGa6vnngz7ZsLuV6/x61cjkcDvgOwzRtUw97Z5vN0vG24t1bgr3Y1EHylyPsfpPL39X3WJ/yaCxmVbbTfdCAT3x/t+89IgmHmWcuxvLESfOlGjlIND2wm4i8rQB2JrxzwvTuSDlv8XyVc3KYgiFXnc36gIeBZavSf6MuCXx+NDFHu6P/J6z2lKdgDxVIrSmHkRvMd6RtYA3Reei73tPE+G3fU2lG+vaoHU9vY8/2AU6tEnZKo0tQPlahhlnkznzK8Vf34xktHzndNMj5/Q9xJWoLvK3QGOxcUfOHI4Av032bzdMtUEyYYRNqwzBLjo+sWlMR+POOUsx0PHmoC8/tJK+AgO7p3GfsjPwaNWsYGXDdLNUEi8HHkzOApWv9c9afmCRxJax3YrSNFAw9hZb4q+nx33/gm4VIVDsPJp1CC2ABxbGIrSw6vhUUxvkROdVwXD2j6MLuVB4X3X+elzNRB7xZ1CS8Wg8U1bQeeLNAi406sXQ+/nOftovtu1OPR3298PJqnAfdpVZ1ifCl9eihEU3HHohfi3D+uj7cBBVF6+blYEenOGO+1sZGTeVjXOw9MBKJ8cezq1EApJ+209Zcjog3Xw8mJlO6h/45T/Y1oIbh9+jSn9ISHGo0KTetWFkI9lVkr5WQ1cX09yL9Pvv/VLTsZWbDYUJX+g6cci8EcKqsz0+c3rPSbJtNEE6SF/uav7GsDtMV69qRaPqJlhb1SOpsO7Vxn3x7yqoP6PyuuVOxEo9vYxYlFSKlCsfU3bdldB+j5OqvFIBGIISF//NdMJ1QqibZMVeaDXdkW67zgFQQpH064ffZDxw+P69lcEde0sGT9cyOiUwXzPcEQqsL66/Zu3MBoIb/8s8UxFoNKNF49D+Qvhzpm3718uI3jTssvnuwsGXftaUX67YgDyT+/8O0uqgFqtDr67O3j0YOebQUJIHfxlv95jOl4O4lqKRVfvRKHftElv/1kEL0SbTvGz1kIZdfnwWisW1a+dP/OAhwqH3og2JJXWwpY6RvrQGhaFCkJbxo9mcCYW+teWp4K6UX3jmgsBFWFLRLrfNcGwtd33rZO10KhzcdIrA49m3CZK+pVo8B9tc9B8Pg2WSdeGviEcKnWO2uwzrAc+Dd/92SPlMHow+XIYKQrpN3Q/fTReSN//Ebwdd+vhl/jgyAn6/9JgWCbxOLIQ+Eh7Rj9q1QEtarHDn96Dq3+f868SCgAfyHZr8f8Ozjuc6v/940pFRCl8MpJVRmTLSredzIaZyshMmZklosix1xn23uvY+3WOvVdoaVhRUioiqt/7+/vT+3Kd6+1+3a/n8/G4rnNhbIdQjR1SN7Zvup/fsE4ODIPPs9Y08aJMsP+qeK8oj4R+Dvf4bp0cAWbPzEm9W9kgcz5V9g+WG7999R8mKPSDkKiboQ5zJ4w7CyUJlBOQ32zX8vVTZLgUJcaoRCyFfcwdWZWB2D6neVxfmGqGB/duq1y8fwd++z4xy/aLQ3Fsse8/17XAzqv6sCC5e5AqXA/MbXGo+1/9akthL2R8bAqhf9sAm91HeqoK8eidocsbPel8oOeSF/y0hkCoeVL9dA7mIyX20b/6x6Hquc8p/bkoWIoalmn5hkdSH0xWlWeG4eS1hxlzFCznmY9aCxeQ0EfzyGD9z6lAonRrozoK/Ccn/vnl/Xg0RjdptkWigpUaq47Dz1wQFdPstz6QhIJiqjJeL1HhzENpBlPJHAigdb6ycD4JifDlF9Hd7wLZMN83Q2yYR7QdO5dpk4w0DJJtBEW6gP/Yi9/Pf7WB0p/+ci7RZKRqwXbWaHkcJOkP6sv9RjBxROW6RhUe2e1kijHtEIGBQyve5F4SPOZZymltiEfWu1FP5YJHAF1hy/GMaobhkm/zpVUklOis7do/NQCR3RcXUhpcYZvm8hpPKuaPRW/3lDc1AI9RavqDG0kQe5e14ZtSLGq5JSXIih+HIh5fxrDXRWBZ/+tUswUBfQxJYeJQHgDe9H+GD7Bc4rL8tvBam4imfDoYv9SNwDVqg7HHLSo0ebh8/ob5y57QXLH/SsdAtZDDI26zFXxo/7iOvyOiJDQ/pec4Bq4HH2Wf/q8Ncl+N2TqKYr7zg8N33+sxoJU48Nt8rRUyxC1v+WURUa4N+uB3CsHYnriImDMNoG3j+TddPQHRF3UFXTHogjfzOwNnQxqAWH7AM0UzGcWssz0up1LBbYjLJedEJQQxEGOcBZKQ90KnBv5AIRDFnA8zM1CBP/Ha94EDschX2MYhYKUAvGh/HDaWx+7d2ZIXlYdjUfZK5Y3BoSLo5agSsIrOhfIj+uviz2LQSyfN1cDTRWCyZvCsdCUfnm5FLhrVxqA9hWy3HE3y4cq/77ivInmADOScicmxyOSUn4vI3V6gMbqukulNhBcNiRGtj/DoubaKZMy+EXh3icHCkPAAbHTcfo+WkFCM38ofOS0i0NPu5RDTrYB7wj0aJ8bikd+BHuJIbwqwrPn91taqhMHQ+E8HTyegKA0vM0P+PpDdsCcpY/kZ0p5dsf83HkX8l1ll8roNSuYJO4t/02DtGsPgxt141FqRMewlUgNLTZkbx6YRqOlUHbPOiEbcNFss18TJsCQQ5itQhT3/4Nvv9gDj4YMe/TLNI2D47m61lkAnsLfqmQ5i53vuWNLVr5GtIOlaFdPJkwUHQum7ztPEI242B8OfQq2wpW9SkJ2UA5F/+vj63seh/u/HjkdGtIBn4r4Mq7YsKPDR//uvIg6pF1PqVDxHYOnLWxnz0irYOG+iF47t7duXjyiKv4eh8doyQVa+Cj42POyfxbjFk8fupVPQMKg3ffDaYquCfYXz0xZEErp0INHlm10bFHP8IMuaZAHb163ZaO14tCdW4sL9/QNgkH5v/C+uGY5/i34gLkxEHheyBX3U+yHh4bU9VzQbwKT6I59WDQFpeVhFBpNaoAbXfuptciUo+ZKMo2vj0Kun71QHGnuBXoGadEUuGbyXibRqNXjk5mXsRX0xBpD3T/urAQViA3bTCnKJ6NukQgh5vheySaEfxzwJsDR5/ZPUGB55ub0/PeSfD0bmN8v8x+JBlHzleHtELCI8lwktG2wHv3108fazCHg6+QSK2+NRxpTdBY+1dkjt3sgsv4L1JuPzNv+BeDRqbEu/9GoccjxlrJf6m+DfkK3l3BAedchEuOftmYCc7FQa10+NcFK18dqYPx45rPnWdAm1w4iA2D5aWwTuxUnL98Lj0dF61maum31Af9lN7cpiO9ReGJJ7xEdA+5HVeUbjFChju1xLKK6CiD6u0zLyCYgaIWiuUJELcmEDE2HYe/lJpl2S5opD+/8lNtRj8x0ec0kfEqmFL4NU1wjbOCSdLHRGYqUZXq11FYua1UCn4stW16A4dCQ3UP1tYw+0/VA+L8yPgL/4SUL2XjwKkNkjWzxDhUZvPG9XaT084E4165JOQu+a9ZgZFTDexv0HxbergHnYXmGfXDK6FEDfyGeGeexPg+KWs6lgdzbb+aZ9AuKpVqGaJXbDov3EWnZvPcxw5hekSaWg940bxwcru+HU4TY6xcY6iEh5eoZDOwXdtC871P2oETRnGy/Y21GgprpBkZwZi8im62pFDyiQ1B935ObFKni9fcPKTj4RMXsr64nVj4AteZ0SsvkETFKFZ9awe8HltM+L0X8EtD6v+E4nB8HmRyefdGyfkwOfF7tvjgCN/kR7aF4Q8Op8PWOA9aN8Jr1hlTUFqhskpmgtqsElppt4gT8R3fo8kaz3ugmmk44Y+xXVwPm2kRtyEnFo35d9kwJTTeCQ8oP3TW8tZARfuOUlHoc4Qs71O0mMwJ1i43dm7QXgc/JEyb9yEjqlgP8wxTwGv3mGgpTOFcPIaR8BqgcJHeL2tgRDzL8y8+9/ZmqEIaMLc3NaJKTEndKUXDYEloV/K0//agAF1lvOVg4k5H+V/Lj++AB8WNt7eNYuG7p+Jd7RwjgwJy5FZqW2FpCyeVjlh3B4E93/ouhPNIqkT2n8NkICmqxrURK4EhB7K7Dpl4pxEc3510zPBiD2cfWJnsA6eH9w6eFpTyJiWan4O8PdDaYM8TFJplRI/SxmM/c6GT1Sad8j/IMC2uXWbA3soZCryZ95IioRCf5rKcbP98GjIOPBOS8cLLzbJ93mS0BRAhslROcBEGk/Hp7rkQXF4fsvvbcmotTDY98dk8fhZ4nKwNAfAlCO5T747wYBGU+lEGhPjYDPee+fA4ME0C+jZzbF5jZ7pHqfqMwIEE97y6TRJUNZ9bt7ChUktFYjxyaEHwEWkyetuh54eGRRLZqGne9/lXUcFx43AiUqijfALhHGD90c/JsVi46WheyY1DdC34zNQVP5Dkgmu6WGt8aiKG9y8SZDKyg+lzv4yTsW4rsuiObPxKF4wVLFRbsW0DWVI+2cToTnHyWDG3PjkNv43+eWl1pAbiJpX1RnFNxSLM9eTI1D3KNT7D0wDGWNZga7FdXAIpgfWxNNQu4TgsSS0mFwCtt/SkkI850nFjr+WSR0V9z0UL5IP9i9sNt7c5oMYW4eHS9zCYjbaSYpZW8/JBdVqf2ZqoG+/3JvW+EI6J5x+s7FKifQfuZIDtxXB9xnLrke805CHR+u5F4SRHBxCzf+gKURSgn0AoNqCWig1VizJoECcmWbYhnHKWDX/l+zrnYisjKvEW18TIEf5lp65BAKXOReFaMqJSKZlkdOQeYUUH7k/q8C650DEX/fW3InovL8sEb9h93QWL+WyByYCMIsmRr1fCnIQZS1Wye6G/gIjfV3pePg50Ob3vPiKciPg+wa0tANitsFC+HNKWA6r0STr5eCJCb1nv2H8Qk657/5+nkimP+ZefULu6eWzEO/XllMwp/51O4F+yJQdDC57v01CVUc9n3LHjMEbaGHvmZ3l8AEuTvrrhUJ8du+UP7yORdYU+Jn+391AOtAhNg0cxwql+uNerI9AmPl3afq98fCUdm5l4ewe61DDnTxsRoBAghon5uIAzqGAN+D2J5MhGltPZZsgG9ZDxeDpcPBaSCZlXs7BvFdqOeSTqiHPMnFmIjNIBha9MFnVMcgqW2WTRuqA9CFPxtrmmkGBycVFif/JET7iMaPM28Qwua9jWYKm8Bdr4V24B8RKQv9minu74YuxzuXP+9QMH+1rK8yT0EaMoo2bXisL42afGjbs6DZ0n2fNMb5pfU0IqbaFIhRCVm8RIkApgSzS0aHExH7lu3R2zRDIJu5uLH5qBl8azwiA4VIqDXDqI8Z4zFcAN6OX6oENPRKtq5iPFaV6/GhaLkHAn6fyJz72QQbuSqGrIJ4xHi0dPWeexEcOqDqNsrbCTTpO4zNWTGIwZxn8lbXCMRaL75PrWoH/u3yS7exc9H4unbnU/IEOGU0vIo+VQ1NbI7VJyAFlWqGTHTfGwZh3Bsx74fxwNP6Ozs1hYRuHesPGzw/DMmyP3Wzvlb9f44dxfZfTa44sk12DPZuH3qlkkgAhoNqb2pMSehavBDR51kfHDClDbp/rRZuxe97Onwe2//hFqUd1SG4Qj9rpPOtFaiOcUKiQEKhu3uuZKn1gnGWkMJd+VZYGOXPHrHBI6a9fzT4fvTB/qBozzPVtaA4L2hLCCGgGOWYZx1pHTA82o0/VZMPWjeS7kkdSEAy3H9s3oaPgr9ZkdDbFCrw2g3rOxNI6PvI1AtyZRUc5pege/8Om1ux6R1N92i0/ds2K4vaAFdOW/myjcSCsmagl+WFWGRHXzWEauthybLc1rKlFQpiPeP6UQxifmEnWtDcAMX7F3KfjbRCrfLGrTvKsUhTf+uZzOFe4Mpsdle5Hg/HjQz/LqvikR5+8vShtV64Ecb/cRTrfZowC7LgDB693epQ/63RDgXecbqG17JgKeRG+Ie4eESS/keqKCHDalGgtCFdPXwbNyO9j4xGj/Ysv2HR64dn12dIDEQK/Dqhk4ZvxOYwHTKXoTYO94UvVLt2Z0G75uMB410CSnQcW26WrITzHJI9JVJt8LX8gKRLRDTyyNn6JfKyAJpe1TappRVDrWq4UAMr5mtyPAW36org5Y33J2ihCNZOu+wyxcYg62y8o/pGMpwp6hz7eKMGAowid9yxPfwt+judVXEUJBz+dCx/eQJ3c5TFIZ+EzpuqLXlEj4JNn0aO9SIOJjo+rRjhSWjYcTXW4Von9AqqtwUerAN3Md5UkZgklE2tvshP7oQCk6Fs/QNkUJDBFy5OJKEXrAf2r/QjcNVNvmd+oBNYXDtE7tUnoIqNxR127R44zmFP813WHVItlqfjq1PQUDlebGi+E5KIZrFpKR2wJiERZPgrCTUE4ydlxDpBStqMGr2YDqS6HyHV7knoareP2lfaIdhbzfqS/KEYEg5Jaa0JYx5dVTREa9YKK6MZA36oGKp4h82rvsahtvfkCNrhPihJ931vxUIGSsQTL3NnApKRTxKbV6yCZ6Gcf3J2G8GBrjT9jU80Oqr+5MDEvX54viVl1GldC+o8go24EQJyZIy3Ypoeg4fdI0455dXAFHHFy72QiIQZZ6TuJvbALfa1auWKSnBYwu/oLacg4RfzyoX2jfDs80e+xPv5kH1aYJcpIRYNXbnatC+rB3YqTPZd6quCGBvtW6LrKYhlau7m3sgheFlvoMutVw9sAk/ima+T0EnHHQ4yaoQggncp4b8YUM1JbmOixiKLDo2W//5QgVW6cp9FNwVYNxSoYoZJiG+5Q3P5aBe0szLWuolGAU9z//lJjmSkXMnO0dVCguflyi3k5ha41vN+dn9GPHKNlfu5QhmBc2y3Ocsvk6BOvmInCMuZt9oLZVzfEJgpyatQHiKYmmLjTB9PQJJ+SO/f6VHw5mI3H69Igzd8kmnBhVhuR+y7tHCyB76JtRzbvEyAYWW3d7YpKahA8lBoVMkA3ByhjHWFYhx1YiFBNYyImHd3zlUIDoCLFu/4Sb5GiGJ/dfykEhF1GazhudlyQJNWHR/a0w5ueOtFS884ZGWG7oryDULmZVrvaIkmWL5zvy2dgnlEStr5qK4BEG1oEuQOz4QPvD1HWBKIaG/WNdyD172gqHT1ZdBkGhww6PUqG8Aj0RZNx8sTtZBY2GizV6gY/M+eGVw7EIP0JwZPnrs1BpyRrI/+ktrBTuHgHV5pEmpQ5tmJPD0G6peY7fWx9xHMHx/0sCGh3n3nzN5JFoNS2Ka0lmA2CGgyOoy4x6C9d9W+0LAMgc9i+NhB/wLo1sqzUjhLQi/D4kevio/CRxO0Nf6PCj2rvy+0F5BQyJ7bV2MPIhj+mUwmbdTBmurB2+ISCUias7i6h7EUDOyPhfknZkEsx/YkO1MM0tVKG1K06gHXMK+UNyc64C8SO6lDSUHJsfMJPTUI5uImOqP6MiGrK0ywqSABLZs6ekVdGAZ6C8clbpoKUK81rfXA8h+lnjrdbT0Mhrvb/a6KZUBe+vaWLomEWOu7LgzRDsObnEbTCboqYGxWdPV4REKarU8mnNwQWLMlf5zsqgbuH97R93wwv+a91TVN6gHGt06efNp1YF5k+jrsSwq6lEMjAe9qgbrvztdSpyqw3vmOP84Yg95X01zVW2mCrUD2Q0pDddCXwLstLxOHjBWel8g8bYYy9g2u6qd1QD8RyPHROg5VNIw/Xxlqga9ipFXvtHYwynb0kO+KQ/We9IsmIQgIspUDfMZ1UCba7304NAHp8/ranY/pgfRUabUnqBrIF7+/z11IQQufmBw/PG8Aj4zW2b6npRBnHb97+2IsYpoeSnV93g1H/EJrL5pQoY73SIezdQr6/fGhfaIyBWxNGOu8z4SCStcbtRS6RHTsxdHqhKFUQLtxa3tvN0C7ReDTRf94FOBdV91clwqTvz76v9BpBJZrrsbLD+JRiGLqLS1vbP8PFHNMdlOhY5+sdJcDEVW5zP9z4h+DhP7P7kMfW0GdQ/6Q220SKjonONGPa8XuG1chB5UCPHN/C0Np4tGu0hbvAdYu4AuRVcHfI0N0vHxmHmcyKmLpKu8wrQfXH++tPte5AJ2D1wU+QgyyzQqiadqgwkk5j/aIxlrATVrO9VxMQpsrYbzfBhqhJMHZZnCzFg4bx6DwXoy3+YRo76s2QRebb9F8ZB3synf5idDGIc2Jc2o/nGrA7tMNinwhFZ5y6vl/KY5GZzoXvlHnhiFwlazE4x0PkqlhOz5YDsjcj4TzNWTYe/RM1LYaFQStefwZoqIR0/17HS8Hx8Df9obccm0SGF17/d2njojuXo3uZ09rBWGeYgceHBVMc3Q+tuyPR9+Zj2Y9wXjYWeR2+1QtCUiHNFrSMR5+E0C1DcD49smIto69FIKk5l5tW4xvC1sO8YkUNAPv3X6LMe1sWMv8UGbtEoeehttealZJh3iithx1uRE8k2cfD+pin3/FYNLtQgdwFJZnBzcTQJ6Xz5B3KR7dFdQ9ouneC9fDvwZUuiMo5rT89iYEjw5VLrns6A9BwvOfTam6HRDbe+iaC+aDBt/Y7s7GdMGaNdVd3CwJhErGcoO8k1HS59kE/hAqTFjMXub8g8A37bRVyI9ENGWn+yo8ug7uKu70KpzJhJlyi44NnRhEa3757wDWU0FezPVXyY8go6zt5wzWU7vuWc8JlCrgR5tLhgF1MBoUl1fnFo2+pAWPer0eg/fP/kTp2zSBLFPpz1eZRORy0qfNYqwXHjOwC0361MDi83J+sU48ennyjsHBP/0QW8Sq9syyAHIzg831BYgoro/n4ePHrrApPsv1rqACGJ+H/rVwTkLqifPrVkODwHb675srF+ugJib+WSwLlnumKw8W1IdBwmhRUbfiKXBICJEFY0jIPiiWzqUhEDJS+s4/Ma8EFWnf4qz/kpBAgn3l2+lh2GfXqUmqKoWfihPeJ7DcU/ise0fkVR9YbYx2ivTmQfZubWurBwHRc0Zs0C6NQ0Rg1o465j2mfBJ1Z+rwaEn6P3+qZCEYx+D/KWp2QOuTX5z//Y5BmS3aZegkCXxYPAWWMe5NHhS/9Jwcj9ZuWLxMd+6DvHdsalx/qqHxnbbbQRECsnvWfqH2Rh34LL2yET7vAjp9Vj+c5DG/KOwv3hUqAF5mGd9nCckwd2w32MYgFqnVh24yrOYDn3XZK+kZAliLBX90sIlFdQHrTkzRmWB5w7ay/VALfGe5RPX8G4cIT60NLcm9IGl1Ve4wUwEMi2x3LFTg0e9VUQ9VnV4o0w1hGtAsBAZa/gMV9nj0q96459PVBjBSqJWc1++ArMXi4u6D2OcfS6IIy/fAJ7POZwFxVIg/F5OgWpCC7mwWwsxLBI2ly2UV34LAw4fejUJJQHlNbIsSnY4wsKYr0P22AfBFtlfzfJJQXNv0/p3HzXDB9ibRbKACsq+oOv64FYdcVblUl98EgdQCq9/gVi6c5Zud2UubhD536juHD/YDOrIpdq+0AYSu3wvQPUBEK2a/pvvrO+HRi/u4n873QbVI8rrRdBIq7xIOJSV2AmVm38tXWyFQ+if/5uPWJMTTKi4ib9EJWWy516veUCHk9ae8qniMG9u3H9g/6IQtf5crnk5UmJv2zH5YmoROcRjJxh6ahICX6tSOY20Q4HPUe+t2MnqsI7xH7TGC+Sglm61cBGL6D9TqsJxXiHvDuxbbA63Hb1wb+Z0CJjT5+6YWU1CmS5ve+fNj0MXfXLohkAdJnY9NPxuR0BWFU5KKDGPwhNvvPNfvXIh6KLZO9iYhOtmu2r9PxwA86FZGEwuA6zNjfcNBEtor2XQ+nWkItCq85naWS6EjQ1/itRjmuVF3mfuvdoBzMy3Die/1MKg5U8DxJR5VTzZY9u0tB8cMgTXe1mSsz5051TuikevajPLiyCh0fZYYfzeKgJ+VL8U/goQk5E6RX65NgG5Ke9ebk0VQLq94fQifjGK1y/fumR6Ap+bT+mIYN84WF/9WTiWi5WNjOreKKdD3lalcp5kK9NqsuiWmiej6mdvtfmcpsLYu9Sh+jgryYTOrkn8T0ITBVIzkqX7IuVlncDwpBfrNKzmPZhMQc2VFQ5ZDN2TRMV5laPCHHx4x9SYsKej7wxS18A/doKZusTta7g1DvKeOjTqnoAmK+sn0vf1g5HOWnppEBHl7lTBrHAENbxMu7u8dAtsak38H2athsutFcvA9EuJ8VbC4TR0DDscb7GVTCLJ6AmfNME7TEG4sezAwBue29BY57yKwH9sjadRARK3y92BQbQTcrvVXX44ugeEd4ca/FST0+UXNhMn0EIBBcWaLMBmu5FWX7fUioZv+TqJcJ8rBYtRs/E9zI4y8CI1Yb4lGgS1lVlKGhWCjdbvduysebIMi2yzWY9DEx9i4T8x5MBpanLDd3QpsR1NNVuniEMXbvWv6YAXUb6o6Zuq2An6yddk5OxotyzerBqr3QA95/1CVCuazkz1P9lSmoLOehuHiGWNwOf+XnKsRBbij9hTafCWijP3Tk2HDCPAs5XYZBfnA+59L+N/GBPQqX+NPfE4d+L5OeOlf6AdnM2ZuvjOKQXPrw0dkjAbhN3N0iEZdK2j805aRekFElXtuF0plDsC9t3uzzge1AIsDxeZUEBE9YQxZLTAdB7rx2ZKWdawHUje8VKYJKPW0zlfGrXwwPNjrGMhZAJS2rc7rN2JRZ+Lz8OYLhVDORPy2ElYI5/darWRvxCAXqqp/xIN8SOfkPKQhWQRSSt1GfeGx6DVdurPZ9igYtTCzP5OPhBAhR7rlByREtRXnGSYOwTEXN+9B2zrobfmgbWRNQtGdkjUDUiMAmQ+tlLWewB0b800B7LzWbe4U2LqNwM0PSEjLHgcdcDw+sIqEnvTg0iXGx0BA54+kJ0srHCTLdIhXEBFuvOUja9kYWGtOrqhcboFwoug04S0RMeqcuv7z1RgI5pCvvP7RDGyvh/lis4iIkIDXbRaohNYBCYPVR42QYiBsbfIsGl0lMPA/eVkO3wtgqRU1wEv+11GWBdHox8/Z6oUbY4AT8T+8pEsGU0OvlzdksP0pVucqzmqHDYdDmwXjHZA0xG3+X1U8eiSYOcYV1gBZ60c4aVvw8PXAw+uTvLHI9Y6M2IYH1jcXTlpkLyM4rtq7ev9XPJo3fSIs9GUYKEeV/7kzUcBwT6tOQhEJzat4+m8wjcP25Be1repWCGiMdy++SkSdYdofjcV7IKVMYzOovg6y+lONfmSmoL1n27MPvkdQnj3ZKGFVDbfovKxFexKQeEv8hS+M43D77JrHbY8WuJ4U5LhsSkT+O0bzPgaDwEny5Mp+QgF22wtTljNEdJ7l1yZ1agB67hpwCahR4JTkpRguLDc0zDrqNqUm4KfCq8HClVooj3RPfMaCR3sLEf4/mX44xsd6QJopHXIK779sKSag+6tXXpxYHocMf8vvV1uocH6N5mdZFR65mto+4v9LhN6315tCkv2htNaW8WpDPKL/NCP/I2wCvBoj7bzV6qD1S7vSE9sU9FL4vuA4wyQ821LdSeGsgZTtP5ffOiajE77NOX+z+yC2+oOq7wkqGPb9siQbEJBIlLLBd4yDUzZ1JPmFnsJzB0UrEZ54dFQqZkTrbCdYKeya3J9ohbiPhZtynkmoi3vIpOz1EPBe0Qv6uL8Bvjr4+eOwPNcQD6m71zYOzJ617w6cqAbJrM13tIwExA25Es0fOsGcY+MaW2AecEjvpx/YSEK820+3cLRFIG1AI3iMgwwiHWcmB9piUFHKhPAHuwFY1POzEOahgG/U3sraG0SUX+atd4UwAF9+HJt4GEeBp3Ufl90CiMgSJ8Mubd4JKYGXQrhfUmC7n+7HelwS0pCpXxFUyYDasT3FzsMUyOCjbG8Ix6PGex9Whhs6YaP83adza5HgkE/HxDyThG7a6u6sGDeB0I83uV9NE+F3MecVDfo4NHT+1rKYST2M3VZYzFBrhDOW3hq++Bi0sDe+TIg0AIJnlUKMMhrgKGUq+m4gEbHmpnLo+RDgJc3tNUW3GrgTmcz483M8+jkfx/wgZRyCuh/wDBg6QXmOtfqqJQHNamyUl8Vng8jZVNHk4/ZgyujuIh4Xhw52s7oOmIyDfNdKWbpMJ7RnyCRMzBAQEa/2XJNjFMgJdROK8a1wWvDzJEMx5rk2B4oiwmvBzYHEOGzsBMe3DbQWvkajOcuBdjHaKoj70KDedCwfjNPFPf73fQYZls/s19J7IKvTY8NToR4Yla9kaH1NQf9Emxav3kGgZL7nysGXVWDW9ds41isBcU8c4ptG43BmKODC1N1K4B3XLliiJSBr7hPSWvcR+EhzhM1r1kPH7JepmIAEJIqOWiuojMK3OxYhXBpZMJjEe3cqj4Tcld46LV/th7fcMoqz+ymgdSS/m6GdgE56rlWLpY1CqP3jRFMsH6Q1Ixh0MS8Ws3l0LWW0HCIKyA8ov9MgrIlTwqEwGoWkynRO8AxDkc6g6fnyXEj6Y7jG85SEmnNWfveMpEJSfeSP46n1YIU/KpmKeeK6zJi33zoFdkd+e762xLiIlGSzEJmI1CZP4sJ5usFrWm7k4sRj+Lx7K4NrNhntIr8jLu0D4O3XTzea2QxeJ8w+TMQQEdmZwf+ARQYMfsn5/XtPIzw5xPNE51Q8Ylr6IHzwOcbx/0z475nXwgcXuvRrsdEob2Gz+YbTOGjirCbnMyhwfxfCT9YRkMGrcImjf7KwHNh8Q42PAUcvOt/35DgE7168m+6mQF3NQtSP0/Vwy8KjU/1OIjK+Qq1X0eyG5gymD1WrVTBDpqfz2kpGvX91gj4xZYLa7Eml8tOd0P/Hw82aGePwM5vBWucRyLix7X7+VAqbtt27qlcTUH5PcpELtR88ZrUMy8gVsCqz7+o8DRHVXiamxeSNQ/CVtnifVBx80C8cu61KQHrCp2VkF0fgCPlumStNNSRNPLyUWE5CWcXdlHrs/rpvPKASuxuBtlGdtwO7v0huqdsmqhr+HvS12+DIBpnNAZuLHtHo9q1DZxL0RiCYdXPK+HE7gCrHwL1KElo69+Xf08PN8PpX01BIfyIokFUszqnGoUOR5j6DewbAus16b88RCvQe/F3EfJqIal5PHfflGgfek8m5hzPDYe91t8X680Tkym30VM0DQc7Bp9vs9lS4wRyi2eKbgNwe2t5vz+iBocCvw7FnH4OFqG+j5rcUZHzm7AHBjHFY3JW4t8tAhpC0MmFvPcxT+Fm4uFqGwMnuXSGtABUSdG/dmXchoVpH/b85L7qgkPEx623tfKA5/GrxUkkyasrf98riHBU0gvwH37u2Alfg32FyWyI6zKm76TlbDDfpy6/9/NYKZVvvAnC6MejxXkWzsNkxsCoO/9Kj0gzn2iRVv6QRUQnX7/ZXwQSY+9vxNO1gNcxojveHf4pHT3vmG1Q0JmD/2EaTfkIDVBU0E71XU1Djq8Z//b874Wzi8h7mimbICgz9IkSfjIhCsuyi2gOwOfzwasRgDRhx6A5xGBCRgPS3HxyLfWD55RMl9lgz/OM/XUX2I6AMknmtXecAJBUgVRPBbOC8yhjsHU9Egc/yXYuPd8GMVoqx6Uw7PLD5psDAk4ysetgYBubGQearrVQ3mQhn3/dVHWnFo7viqYmmv6hw0bHy5lWPLHAlqPZu6CahN+8npbbci+HS5pKHUGEBeJmMHxi3iUEMRtcvbdqlAuuqUnMJFxXaefb+qQ2PRzm2ht+pTypAUi2U7JjeDlwpQxPTydGI1o73hIbLI3gc5r26YoZAdjl51+RfItJ66ROagfXdE3NlqQZVIuwZb62WdkpGQ8TWGavJcaDhW/j0hPQUTtH/ZJt7g/l4n5lG/EI/sFW8L4gsawc0JqBNx0ZEIR9kA1/0DMGuNa1W2at82GUeF/XCuLovXUHWbTUbZLffay1XVsBZPX5CUGAcSpUqGTjLnweXXjUJr0m3g9OoptWpfXFI4Od8TeX9RlANFlX1jmmHjD0tLS6kWLRd3/LDdKEGGGZVKDq5zfBuwqdFqSsaqQjbNP1b7oZL/xVXVfHWQXaSpaKIWwraZLwRTSNEAUuNCGT0tRoeKhhvT28lIFkPQ08d6zGI1D+2eWKhDdb9h7tOSmGe9T5v7O33EajymXccT+yAO4HWrpdCich42k7rnlIV3NwJE8j4lg615t97nThwyPcIjavv3yq4xKbGXmbeAvdPUr8F/4dDdoYftyt+jUAM3qTtyyQZLmh1hV4MISKJ9yZptUHVcHtOPjmZNQc0UzM70tlx6GWtvBfD5RFY8Yy+L7y/HYh0Joerw4ioouQm87heLQi/VuGjnEgGL9HDMfLBONQuL/dYfGUInrtbtR55SwZqucfqMV0i2ruuvdDtNgoTpa+D7uNqwV7biZjrSUTHaHii53IqAMUmNjZatoMwpXdi+jwONVXeVbZ9PQz6WSejeOxq4E39EWthjAfo3loJy+0fBg0WtSTCBgUu4G+1Thljc1A9fzFngAwOidSBFikEgnZ7Im4o45DYs9ciDznJsCE0KL7fqwmG8g/b3hXAIcJD8b6Q9FKo1Ogyo5Ftg+S5Eb9fOTjE/uNTyerQEOy/b2t+twDBRGpqMLcGEfNT675OgyrIKhsqELhNAWb20K7n2JxpRN/TX5+sBNLhFOFmnkY4tGOUlCCKQ3dmf+owvhuGl2t6Fdd1GuDXHxvXRcw7ZNweGrf2VsHmez2mLSy/a7VXNOuwOT84U8ZjnTYCF0/ImnJHUmG12/nzN+x8tU+vqa+Yj0D5zG3Lzi9ZsBhYrC+DPV869uPoo/IRsHugGcWyUgWUhMhLidg5Zr2/KZXMWA+4wgX+fVfxcB3GeMcFo9ASK2hV1dbA/ejKV+5ZzXBqxb9FyRWH+iaPnJZPq4GGQ1XjD9+RYZyXL++5JQ45vzr13erQGPwdUfCpaayEeqEvZCtNIoqZvc/7ebka6Ji1m2g6S0B9uTWrEpvnX7cv0ye3h2Fl/xJ3Aj4Pwlm1YBnjJXeaC79xG6MgfdPkqb39MzD2u023jJ1X/tQn1YlfZVBwu/gTywMSWK2bXh+5g0Nqox6SVdOjIIPjOHVcDEFPvWl3mwkRMTPs7248Nwz7tBzCpOea4JsChVn1JtZrUcY6FSzDkJagv3dVrwRe6ukllmK/f92A/4JR6BBUj32XMZYuhKLjUfUXzhJRN23f3ojcQag84G/lxl8IG3EPHFVGCEjnTHTEnR81oClZ9/2THZZXcgZndh7gkBOzd53Kn1pgWFBy/o9AAX7LN4kKLTjkF+UpYKkyBvwfyyK9oB26XyS/8OfBfOEF7k9C+ChUz9z2TNvXDnlmFN9aeyJyYFpmBp0K0Jd3C5+tqoOpgkTHoos4NPww9YrF22rI/febv3mmBnj9Kl2NuXFIQTyp/rPRMLC/fJC5n60a9ugqzx21ISJhyYmq+Yka0DBhp/7oywLtHqfvvE44tHjYa80ppgz+XO9wDfxLgfkit6KBQByq5N8c+XRmGOSclN5dK2wH3j1Dl9Ix3n5Beu/FKTEEF9HpxwuHasGCh9dNn4GIFqO/bP9MH4XWyLl/+WUlUNVhprSKvX/my0dffckj0HSlsV5eugzWo5NNr2P7tqIWcqRcaQS45QbLZW+FwDkmi02Bx9i5aB8YSNqpgJs3ilyKmZtBdmm3tg+7j6KR5uPq4mXwks2KbvZ+AzjSJpS64LBcUqirfP91CB5sXNTtTs8A7lMx6Lk+5u8u4hYfJEfA4lzkyXXrZrivkyTZE0xEXn9OX7RnHob175zfnp3LBZtiozUeSyISkn00aNjWAMfDaHPZvrWDZSef8KuVKDTfNy9E1hiCikf8Zjp8HaBJJL7W+l8vSHu4kNXL4RhOY/zwiWygJGVaKGDzjHtzl7TFUgU5ZsNiaTeoIFsjZN93EoeikvaX1D8agfDykOQ6q2Qgl1eJpmF5ePBNzux0bQlkufY4lRwNAmbpKHu2ARyqFsycKRsdBrOk/kTSlVQwlD2pfhrLsaK/X/9L2xwGTsd749H4Inix4SCx+YiIWv8qnVMjFcFFp8g6EhmBdsqTNxEaUejq+WZBs1AsB9kbvpmat0N0zatZ/ms4NPOUJkmTowZGNZ26+J9S4O8l7no6eRyqF75ykeJTBMfJrm6i5AYYKStRjDGJQkTzzzPOBTVwpHFnmF2jEYpp2wNqHHFo5xsyTiXVwuPIxNTGCAQtqr1THLk45P134l+ZHhkMSC/cB1STgaNHcNNfEIdSA4QubscOwNx/XO3uPlnwfPRv7RldAnLbu8QluTwEJZl0TmGKkVC2ujGcjuW/lubMyWiZUfDbSog47/QIXNWkSkp9iUhQn1mjC/PrElvBj9ZdFEAMevjxuwREyGugZZoYhfbRj9XHFRrh1Q6nS991Igqea8p6+mYEoreOpY8UNMD7PtmQC9geFjzzSIqVqoPra1enGJyagPWF1z6lFzhkay226SQ6DA5XPflPd2K9I5GdK4L5PqvFoP+HQyNwm+HAddwEgiXzNp2EB0Qkr5LIqHOADKrv936K8KPCn/Sa0/zMOET7fHlzPr0ONJ3IH5LeZsPYerP26A4OVVhVqWleHYObBpC3+LQWPHDvuUO2CIiXWaCYZ6sBVOkcllr0CWC3cEp6YycKsawlHPdrHIXlSDrqcVEqbO+WHTxuTUTvbLYrljvrQP4z75puIhV0PtPP3jwWhfZJuzb8/TQIfWP3Xq3PIYj+KszHvE5AKrEBrnbHquGweG7w/Rtt0JqzPvAE6yMS28d/sku18N0k17Z/oxKyt0+o/KPgUIeX0nmXCzWQ17w11PqjCsLfXXG/cgmHVC8oDqTZDkKMASFhMzYbqEnsTgy1BMQvEuOqu38UBl4F3a4/mgYaA2fTgrE87wkMS7uB5bxaQd954SEKiAexqDA+JKJnURzbCcKlcAvPVvuPvwMqhB15+xtxyMAVR/GQKINl4umVo48QeFic+HQHu+8ZhOAP1z41g1zawYteccUwf8Jm4H15DPrSDuZenxqBUjIb82a9EY5MuIYUh0ajy399GeXNxyBt1EvlbUswJBX/Pb5BR0Rqd1r86xQb4CY1N/V7Xgt8+Or0O60yCrl7ES66T9bCkTLpOzibWrDzP5Gg1IxDmd6WH9b8x8DphcLdj08rQYguZPT7PAFZkcI0gpkGgNPV6iLxHwWOsZ4zebGLR5VDF5mPVtaDTOuhrxqtxTAQ5jF87HYUWmeyUtyvOQavToxmRPSWQLDWB6G440S0j03NcHS1HjzjzXc/5zdAhMbtvmcPo1CDwyGx96fr4GFQbWjtkQaIUW49+W8Uh0RGisgMimVgefWKszZLDYQdE6rieYzxQ2N+iIdsKbh7+9ZovW4CEcp7N5kGHOI/sCilLlAMPzMdbhRLkoH9gefgtngUihD8U8pIMwbj17JbUvgpQPQc3fcG84Lyj+eIRP8m6DySbuEU1w60eavz53qjEcOxkfbLeXUg7dZSKpsWC7e8V3qJGzjUpe5zdcN6AHoKuSIMj7RAq/2j8BZJAuoX/6ZsdG0I4s2XmRoUH8LXpqDwMyeIaOCthF4Slm90gV1j7DGxYOL7O/B/PKk3du6PrfoAnNMM8ZPjwXozQKRQiJOA3Kl6+ZcdB0CGLzxjL3s1nDwouCkgS0D160K3vv7ohyiLoMhWkxpwc9N/JrSORz+u+aove4+CzWfJyq6ARNBw3PdBw5WIklk21Ks4R2E/o3GOU3ITVF2zONSE5ecF+ZYLQoaj4LlScnZpKBuU+ndm32M5Y5fxhFv2dh3YU5PQufAWiA5hUny6iEPXy1a5KxrqQaHFss65nwK/dMJzuz2iUHBQBV70XBnkufHX7Z9IgO3SN8cfh+HQUQt1KbaERtD0/nKqibcBKlelAniMo1Gw1gVcfmcDuAQsSZzKosJPnsCgyo0o9MY5j9/JcAzMh2PpnsVRYTeNuWAPKxEpD7Q6K2N8UiI3PhUd1wjtfB2acqJEdNpWs8LRFevBO5u2TpzlEDR7l46en4hsZzTZ563G4LFubYXKAQRlCzQG0vuIyF7tNUeFwBDMZnON3qnMhWNPKo9K0hPRd7rulCfBTRBmlzx9e6AQrF+FhF2aikYkt3c5itWNkEHTLfn1aR7YpdyvGbkdjZ47M9CFnByBliLZd6rX6iBF/OLKT+xeM51OpD5O6YerDEXB13rjQXRmfoazAY8WChaqbyoOgkZd3fnv/5qhFZZMRXMJSC6P7ozy+hDo71Hxc6iqhzsvom79xvJ/IjJk2qi9DvxNOy+dEyiAhT01c0dpo5AFYn3Cs10DkcRZ1+i6PJDmepLF6Y5DPgxmlu+YRyF+RomWrh/BM5kULkNsrwYuK0cfzhqDKDwN/5NnbcDOKKrT1UZAhzueC/pc7wfcw2esZ+kQvFZuvcSY8L//P7nXPzKvH1p5Sg9pFlbD0acdZ1078Ehk29XN5XkfnN0MJxJ+FYGr2ejSghoe/bS8Gm3fXwkEiUfn5N/WgCiDRZ2LEA4ZlS32zdeOQrHud5nnpdVwoqq0X0eHiDi3h1nxDjUQvGj06sjZKDD2tq12tMahmhqPDl9+jP85K/okniUDC7Ur1dsc86aogDnK6yqwHVDcTj1BhrTa3b3aPDg0gq5n/kyogcerhip2/8ogzCbO4vxNHOJ+x5pfjHkfdNxVMy4pBIX11Hl6jDd2xsPOpRk2wNwWO1uqbzzsJh6iZFGjkFK8RiyE9cPK1yMjqsVUkOpVUdmoxiOPucc2p8KGYTuh3unjcCvc+zQec8+biI7nJy8xOveD2t+psPWQfLjxNK9lIR2PvEVqR8fFGkBQYN9vl54qiBayEeUnRiHHgB77BS7s5/dX60J+J4NZh7ZxGcardarHW8Wqe+FyE1f/TdZa6PvTsrv5OAWJlAc9CzathkvWEd+42AsAEpqXaDEPreVqM3x9dhCYdrfWXj96CExyK0pqiQQU+kJCag3z1jnnYuu5e/UgvKjWWoL1muHBkGfRHB0QkDxNo19JBQ3rVA360ji0c75tgXRxALJJTpd2P+bCG+4HqScECUgm6K7Bd9M6GK4IHl791AZSb9xylWdxaDdYiT2PaQwK1jgMHnm2wn+f0ds2zO9GltVrDlPHoMskKd1IqxZGnP8MuMQQ0NuP9y/01PZjuVz5Jp6jGQyS08Y5+/BofbKCdG9vFTgr/rK6xVIG9g/evLIQw6ETrcnaDit9wLei/nLKkgyDqTprI/p4JMnbmpjf2g1rg6863TtbQXUP4fpJ/mRkdorHPzW2GZK9jlQdZmuCjterJWHuMUiquC7z15N+KD/QDF6FgfDj1F2mPRV41Lpj2l5aSwapucG3jbqt4Bd+1VGDH/P9yajAemwOZuWk+OobycD28viTAAEC2jot3fDyRgV4HT9GkvnWAvU83h3bZzG/YKj5zM44BC/NLn1QZMnA+nPX/dYvAgpWimhUCO2Fxv26edbsgWDE2FS+dTsFkW8Z/2i/0Q6+Lbjs+WkKJG8EBBLc4pDvEUr73SsUuNfyNn+VlAf8OTtLgl/iUeRRtZXc+0WQT5Z3+LPdBpk7j+L8LaKQwNP3Ud9Pl8F9u+DYfWeqwfbpemJ2OA7tHad+Lcsehr07Tf6Z2VS48HPtZZoFERmZORnjT9eA0OqFM2omdeA1RtdTeh7jz4suW5YP+iBwyUPiVlkTTDSYJ95iwKM1eZmJ2zTN8O5P3AKvOxke3xw/ksEdg0wE+4kfLjdC/Wc6mRAhMjQw9X+ckItGPzfvN1/cbACOaz7pHVgOLeM5OO/viUa1vh0aXVf6Ycqnxf4mjgDNfXKrslF4lGzzvJF+uQiivtFms2ZSwD/vgLrtuSiUpRvkM2XSDOvpWuu/S/Ig5EXoDX/jGPRiyuBLx2grPKof55PLp4AFXa008W0sqmc5OSWx3gLffhR0/DedB216hgmpF2PRHjfc9YCQXhA/aKnH19QEgwkjv6/apaDtz76eiaZjUGTbZXz5QT5QGaO/1DMREUH2Z3H7/75P2yJqnKaHA9r7hm+MilLQmX/ZFgcr++CUKsO7HtdwEDnZ1RN6Bo9wY6r0zSnlcF3gniHzgXxojnN5JHAFh97QT9vacQ9BIV9UXOI4BWbN2e9SaYko1ttIQUEQQVz1pR9z2PNKMcb9Cpzx6Jeoei6qp8Be/f2DdcGtcHGN61SYUgIS+w95mqZ3AuP0qtPlllyQ2bX/F5KUiJZU2/2KPDtBmmZ0j5l0GygpsXg8DExEiQopt7Ish+GvaQb7OFMFvDW5XOuBee7Bul/inM9rQfMgLX79YAms80zI5ZXiENO9ogzEMghS/XmPdjEevkybWv4xnIBeye3/Je7XCrH7PucGxBSD5iVztJ4bi2Sa/92tNBsD/XpGYYaoeqDTJoRIHyIinlSRXgHmEgi323NJ83kGlHy1ZGX4hUOXkxNOqSl2giixx6/6WybsX46yfXE5Edm6r7GLBFNhbuAPj4tAJjDCgcyF7gTUNPf5Vft0J1A87LMnj3XA9EprulB7IrobbrgyHdsFlwX1/E7pdMDGcRsbrktJiG0nNsy7bxRkjPvEd4zrYaldOFTGjoh8NC+Pv83uA+FWIn3SnXyM0wanPLnxyGRgtYoq3g+T5UuXnd3q4HKsQNTGfTy68lEzM/3LMFzUTrY5jDog8ezpwdg4IpqNZOLvfDAI55UnTOcxH3IwlE3d00NAcTnpKzv1Y/DOtDH4+d56aMy+0mxKJKCfovFGt1N64CFbiNJZ+Xx4SP9MQQklo6uh5SaM/GQoOmCwtLOcBgE3O0ivJLA+klhPVOtvAp8yWU/93HB4yB0j/nsjGnmGyVUz0bSAg198yda9B8DdR2b1LotBd7ODN1K6ByC5wfMVs1cTrEnpaDU7ExBHyVecUE0TnBtc6Ws4g2DX6aeO1FY0GsyVWpZvKwT+1P/eSOcQYeXIM4uG6ChEaKE8H6gchNUvAhvKqyUwPnTZCE0TkFn9n399pkMgn8T27bZrM+Ql3bEf/o+IurN3WK7jeiGKfDts5lw+rB+g+C04pyAnkeej46X14PjdYMygkQzgKSO8YxuFGsd+deFII8BrfpK29DSWqwfF3Ryxns31ElGoDmmFK84mwvRC4RB8x2bjelos2o2OV2+J7oOSYwxxVhhvfLacNtc9jHHFQc6yif4SaBhyLupILYSAHa9x2THMH20+OqTYDIFW6qrUa91qcJEIeSfER0TCT28sV7zsgZmGxPsRWG8G3WTwtF5NRp+nelgF1evh28Xxsxr8CGJQ7MQ5hSik94MjsUyuGFZ6bCSfHqoFg3be1ntsUUhI4n0Amw8V8hOZl1bNWqEsUPlnb3sCkpf5KyaV3wT+tXpwuZsAKjYiyVcXopF9BanUSJwCovvzQ7+wN0DzvOA/++l4JCK+EKYyPgp0n/QGej/kwf2Oaw9p7hJRftdaM4t3IYSIWX9z7QgE6QDlqjl8FLrzdqpT2L8ONgKz337JeQhP357UcniLQwHbLF8VfjVA1+dAwwMxheDrQb0mOReFxFVZPbgyG8GjU6NPcakErokNE5evRaNso1DXmvpauMYYzPm+JxXG/nsoKY7x+V57qbWKpDFo4eZRyHYogj8t2el/hgko9svPCx5JTbAVYmBSI1ILm09C+/3msL+rXMz5nvUY8AF71UumOEjMfBjAQENEDVdPYI8aQNqRnro0mQtmM1LaJv5RSOq7ps+yVz8kH81zk9VqB3FeC3vlAjx6LDIXpmrRDZPiLIUJPPngG/UhK3AqCfEH/zA4Rd8CddwNEoXH2+Gv7CHBt1UxKP7n8Qtc6a3AvUCwPUFFIOsjn7NTHYvw02ESo1NNsB3q8Ghtow5+6msPJ+6PQSv/GLTDbw5CpaSh8T2LGviPmH23sZqAiFZsYkvKrfB/jOIhPHicDJeHI9R/GMfJJoQiUYikVCopKx5FRiWrQkIoM5WRkawo2+07e++9N587ezsUoiGUykrll6J+9w9873vP93m/n9eLwnbhl4xIErzgHFwU9opH4pmHX3106YG6ZaJq2r9qGN0d/vziNgnF9TmG557qBWvDhZ0v/JpgLWctXcmPjLz62XYbJ/cB+8UjlzozafB0ITt7wYKCLAx72HXH+mBLyP37j6Rm2J+8f26POwVF2NuExUrUgNF1o57e8QqQvSApeaIlGn0qFPHb0OiAwgnC4HnPHFB+KPmCvouAej1KqrHfuwC7//uw72I0fGC+a+q+SUQtESEH60zaYe/LLYn9EU/gwcJZeXEnPCpgKXyj19IOgz1bwm1FNDBKnR+fy8OjPbyj20+16uDIMqGCz7cBTkx6thAaYpDo53xzlx0DkBjdZPfwcSy41uT3N/yhoJDuwFOhf3rhhtwr6VH3GuDN+jhA2mD835uKyp57miDAewITWEyD/3Ql0ACKQ1YbHYmnTRGEx+copgrXQWX9v54wFSwSO8Oxz865Byo4LeNX7jfBjiBRzu0/JBTJdW3qvXEbHOt5PNnGRgJ7fZ933E0Y5NC+nMbv2A0836OY9boR2K4qy/w0I6Erky+nhSUaoPrF6P4LIeWgkcay8ZQSi8oHXySp1NXBQtKAoqj8U4Bda1wZKrGIetJe6p/1CPQFWBdbZ1Mh4L3qqch/FORpeT/3BFMvdCrrV7oRy6GL7/QHbxsyOtYZfIidioA6laE6PN0A4oq2f0zDsaik/X6Fc2g3sASllhwqy4CSV9ckl+6Q0OdSmS+GT1tgV/kxCUxpNlwmDf5hOYRBScetQ4/TGuDVO/GHU7Rm+LBQ7aLzKxZ5ERSkB1n74PrEZdMzS0mwjh/sfblGRsvk0HbtmQK42jo3eYfYBLs0ti4n8sag49Zurj/sGPM8fvCncQYNuO4JCg9ewiKL2dPRWiw98MRcGXfhZz7YlAQFJNaQ0L9LFC3m5l64OD3WrX8tA+Qukp3ix8loXorQPsDZC6vC7dzPIQ2cSm+GkO3IqEjLfiI8uRDmoiqPjLfXwKNObfpqazQKbwjvsSnpguF8sdLQ84HQWM4idayHiDxm0xNavLpBSLBCPlQRD64jU7+dbpKQauHdbTOxCtjqSS3s+vECrDMyN1OFo9Gp97JFZ5K7IVZ68HfQyTrQ2ylfWP6IhEaY/6ovPaSBoeRpxbOHskH/Z4DxxRYcaotSeGjAS4X+i7PPpa62gJfOEanFJizSv5c6f364B+xNkm2ipPFgVhHjZH2RjLaZ9mYpmZSDpu+5cSm5crgZF5DSuzca8actniy/lwfv9xe9Ws8uB6F48cHLZMY8ddFk41ILaJ01dT20FQPCd/fLV1/CoNbwszo02SagFH+5VhIeB/tbDYROj8ahjKIe/r1LfQC8L66m5xVDhecJSc/HFBTPvtTbcLEXcKWybT9GqKCRMtu8HsmY57RP6ZrWAPCa/v0qfaIF4m4NDFsIJCDxX2a/D9CogE/jfj29mAhzy3sjcSo49K4Mzz57tROefD0ZPn8UwcGqIp/7rwjIvWPRCTfaB4rtuhe+5uXCnIrq6Wt2FJTwPNNj+EYe3AugpJ84FwMfmZ2vO6TGIDOt/VYj1xFosJyc+viyDDgdw60WGbmj/nie4bZjBKIO5d7pFW+ExUOrFbW6CWim32hmx8t+SD9TpHThZy1cxEtc4f1KQf8VjB+IHusA43tdw85lLSCWFDz2yJOAwkYF+GrDukHl05MHtYFNwHfK+ruBHQkV6UlJJn4cgUD8w3SWH1SIvPr0mektCsJ6dP2WO0IHIaua3sq7VCAp1xP3rZNRtuXnw7/1OuD8kzDNwR2ZULTgiZ/dQ0BmVoKDLvYI8m8nK/sYFgOwp2XvvYhFA+dbBIYGhkBxKqM1ZjoGKt3eStTHJ6Ccw8c5zyaWQja7iuiDiSDYE+fo0mgYjeLmHi8k2Q3C6WrV71cMngDnf9/VFJ8loLSB2saWY3Vw+baMVJpAOjiltdUdLI5BicyjeqoH24BJ9XmG+2AhBF90z5utxqB8lunzv81aQDvki36ydyPYiDsU/RbBoLL+NTHVhDY4Z959jLehET7lWYizTWAQLSW3snO6G057lq7P3KyEtCRehydpJKSSrin331gnhChij7qvxMBek2NmiWeI6BUfoZlTnQqGECEs2kCF6Pue7+5OY9G/kY6h8bYcuC2z8jF6rRaymDw0Fs/FoiPM19WcLLIhetTjsBo3ArtMnPHPvFjkLzedsCiWAzbpZL9Ul1aonPtwDWMcizT6x6evXKWB2V6srP2eUqA49n3vzcQhtTzjFi3xPiBNNb2UvVYEfNfKCKI8FHSh5uTAxbBaOHQ2l0+NuQb2a/9Zi7wWg0rw3U+WJUfgmjaOd9++FDB72Hj70tkENPyJy6k8NRuO2vwcOMRUBljJ3LiJiFhUJzYedTE+Dx4o/qZ8iCoB58rPoQbxMShlayLRQLIfQi+of/mgTID3OY/+NOEpSIcP6/WcpwlUzGge32gISD79WO7KOHS0YGWhUoAGz04c9PsoQgP1K38+/vXCofLgYdGrfzug5wr7PQrzCxg5u7yXOYmA7A9vB3wSbYc0uW1P9+ZW2HL623BMFY+s5bGPwrS7wXjYSfV3fA24xJ98UKlCQuYlSQ83Tw2A1qWVXpIDCQQW7/p8409A2idWLrEKNIKcwZbjz9xiGL1paGAtHYfuWuS+rvKtZeT5lGX1zlLw2ql5v8E0BhlYxd2e3NkL1boZAnWn6+CJwa7caScyqlbt0fykRYXFqePq9RMl8Pw+v+vEHBbJvzRqrxlpgnm1tfzor21QojcScfNsPHp6lqp4uqkL+P56z5tJ14HJv0H9oFdEdOp79av7yc2wu5rA8VukFa6ePcf1oTYeFdUPcVlUtIPVNcPv988XQMT85qXpHDwa/+2O8xRAYDP0WvL67gYY+nf4hvpOLDLXaPA28e2HXbc296+m0qBwn0lQBI2CKCf+CDi7FsEbcYfwAyGlwHTEuy20OBo1EEyNTo21QKaNxzfiLQpc5qEzuQAGxXH9/ujJOgJxzTFY3RtVsGA9H3flVAIaTCuk/+Xvg3PR0un0xVIoD7wodHqLjEZbOUoUshH8/lDd0EyoAL0bU6MXTLCIXqC1rbXSBkk9Nex/fyNwFKFJJm1iUPjEvQ55uQ44IrvB/af4KYjSrw6u/sEjA882tfFPNIgXzT9MSaQBlPWf3rUbjy6GxD4Pzehn5GK5R/VOA6iu7g3Z30dBp1NLpF7r9cF3q6+cU5YxwJQvM3dNioLy/JPqV6q7QHPYpcuPlgFrIkZ/pocYebw/fepSTD5EP62tmRfMAo+94VEVl2MQ68rE9UuluVDq7Pdv4UQ6mGIO8E5MMb776x0F8W86gGThSPw1WQeXYrpfD4YSkGVPjYWoVw9c7h5WfMvo/0Px8geSGdzIvCLgN9QWAhdydZgmYlohbCbo4sMqHOKXSaIGR7bCfXmZvY2zVXBl7XfU9RAMGjQL6NaYr4fLD1ae4BWbYCZayeC2Rywq5SLOOpr2Qh3T3/cJw0XAft1/8moUGbHbZOUVvBuBEPrA7rtDOCA2TCrzO1HQPPmXyXZbF/z5GSDlV90E70aTQ42niSi4Td34qnUhPNnP5sDH4Dd5s6kc5x/RiKnaVKztYA+sJ7b9ECssh9oxlSqJQRJ6vcuHqqHcBkqCM2cKq0ph/WdJy5lGDPLhfBAp2E+F2cG3k6W0RgjxsPnv1gUc4gkbIX6O6IT8z2sU89xW+NWoFFi3TUCp5DapvWH+cIclK7MmsBJUb49v1H/EoX0hoa33ryEoDRc1odXlwvzRGaFjZ7DI7rLU+2z5NlhSPDSynp4D64+P7BupwqCm00W91FwEsd1b18/UvYAHH851q3hgUe6WNs39JBUEVFyVnIsxoGJK9KoexiI93qUzGs5dwOJdOBCzkwZJ5yrOdKUQ0fEIF1Psu064v/KY7uFBhTG/NvJlICJi9n4X4RdU+BGnQzccS4cJddsQPUEcqnfyuj+Wng2RPz9NJ+/OBjujBSWzyFj03u6z7C3BSlj6PSy0JFQGEhfHlWPWo9ANHYdAowOj0JB+3zOFgwYa8SLfnwiSEAzxi/1KJEGyZlivHHsETNKbd4ZtY5DOyrbJreIRqL43pDoYVgnGNPlBvgoKcjcbifKZ6gBlYzvPt9Z4OK/KHD8SQEBsZ/u8Is7SgA0fd0xGnApXdiw/UsDjUAXr8Rnnnx1goXh3SdmACn/8RSXNEwgo/R+/DGkfDVhjacnKK1jYZP77Lu8xDvW++XNtQbcV3iUU3PU8UA9/HC1UlB0xKFX/jZ1Cfh+8PzKsWni9GtSzYtTDTSho5zNL70CfXnhsu/hH4SuCvWXbsT65ZPSL8F5JgE6Fgg/sWkNKL0C+16v7ow4OcY9i5QfjaHBr9NwBQmQ4GG7JXR8fYeyJdGzfikYn8L36JJa1mwZ1yd3Kon0EdF+1Zvx0SAccYj/Qek+BBtJzckXymgSEd2H1XYnvgl0yrvi0fAQZX4IbWOuJ6FZvQ6xAMIKinsozzH9IkPWiz+zPTSwS3bEatkluAY+pU7aniDSQO6hrn3sUg0oxa1iX5hHwL+3aOXo4B8662bO9plDQemH4wYqjjH62CIgrr6kC1aNC0dH9cWjdf3DOrqEL6ELiskWWpXAmdJgj8DURNTZHRMbe7IKSh6sPlm4XwbsrZVqiWCKaPvclgmt/HtztSd6oNm8AemCyiFxdDMqOuVpVKd4PqZuaqyHi5bC7bKzjC4mCvlbOhJNpXTAWePQa0bYSsk7kPNRi9P965J7065YDoJcn0+/EyKkBz3UVHGsCWvbbyJ3e2QPh1VfLzl6jAd/jc7wNLSREbnwss8zwhWp0zYYu3Aq/z1Zd+XyBkaMTztr7NZsgLjwpmjmfCjFSJattjP/leK5aWXxzBIQMCzt1M/zBcaJlD12DgvrKlh7ajIzA4cDXlq+9yyHSMFddhvHdBbjjXUvO5EBctJavalUz1FmHqgcZxaJdItFD/fz1YB6cw7xTgQozlypPBgvFoskVb24xBicY39MkjeiEAjvl/aPrMbGIZEKON2vPhEeS1RHqA9EQoGTdZm0Yh9QDW9N03bpg/V/qjckXNXB4zjM0J4mILt+fux5e2wzaZyS8Uqxw8Ma2lz5WFo8M9VbQ8n+dsK3k16h+NQuaG4atfhoSEefq9L2Y2U6oF3amjlmUQtNYyuFKZSKazOoQmt7ohIOXxThYlhleUGS0MmNARG5ypzVvm/TBw83XL6dl24BoDeN8Bynozd2le1dlmsGK98SuY9wN8OOiqNPQo3j0j29BDpU2AXA5pRwsLgb1cowP96l4hLfGCbBaYYEwtDKxt7QV0k4k13QWYdGXkNty+8THQGxadUSVRAMJirN41BECyllT+eK96Q/5Z+i/cpQDoXJH7Jw3ow+HmnjfmFT0waDNn2NzDC6rjz9QF8jgaklpas2XwH44LoPh49uN4Pndp7vbGimI1zra/mlxC0wenXhxrecJHFy0nV85gUGvbfsKEuV7YCrqsK4qw6P36lfZXhshoei402pC8d1AD+iwimPkg1ny70CqKwlpJPPeEc4bAT/JgzTDAgTTNxRIO1soaEr++ub16B7gSOyYy9EshRgM70exXWS061Wb06Oofuj121TQPNYKgeoPc/QZ76ND0rnFLT0GPLKx994XVENI+k9TK3ECmt4lT550boAWC78Rgg8NeMW0V/WHGJ7+pu+2x6M2OGGaMLC6Jw66lZWeP+jHIFfxMNvFmSGoSn7kMlVMBX5WQevs3AT0hph2p0OkG0rzw4/tM2FwrJUC+d5uErpJ1+NOs2mDj/+EWkRvt0BWZytXXzcGjVldVb7EyPvK0ffP/xq2AZmT2yMwgYIaFp2fPDiFAJlzCLYtVsGz2mela6JYdNLApK8rsA28ej5U3HhaCXyz3w9oDGJQ+bdx/h9uNFhNu5DaaUaBpIxZO9dmHBqo2ljjyeqAu4kqVxyfMp43k5RCMCWgDe62k3l/miH53PGTnYrN8L1/+w7bf/Fo+tmx1azpXhC69dhsza0Z9n/9M+b+kYzOKFHPuCy1g8vec3oKUqlgROxKLBvDo6miS/jvQxXQ02vqNbyOwJb9j21kVxSalRZ0IGZhoX55+mkNqRh4eyiJ73uwaEjjxvFR3QzYbc7f1NzVCNUchGPft+NQH0GKVdqBCjnNWe6Urnpgj2FbG/+NRfsPEba6MCNgWPDywxyuEbKfaulQhihovFXrnFpJEyQQ3uxWbqiAZ5seKqGS8Ygu8Zge9KodokQUb2jz1QNtasgTT8WjMSHF6veMnLw0n1NjOoyD4Zn/FD2CYtEAv7j+Ul83vKhr82d6RoX/9P47tS+ehFjkKyrfXO4GjwvcVWLHaTDq+nPQQZOEDPjs5Kwje0ADa/T0BuMOly81uyWJkJE+SzlvsWQXpF02upox2wb5TK8qDZyISP7XP1vMBwRrEeEneVyTgV7k4PW7DosUHzrHfjShwjZ1X8oVkXxYzlo7pruIRaTdwVyh/1FhY2LM93JTLiwpk3W43HDIs6HS6uqTVnh5iUtcdq0JBAz6spSDMMj/PeZB/EA2nGDBsxm4JcIO8VS22eexqKbLM6rVZASevz3WwB1QAVaXqK1pDN9XvuY/XeSQB2oGT8XY29rgyvtXb6oZnl7Z62myndsMbv8dy7VKyQB2vXWHSRSPuD5wOF6VrAfXNRb6k2MtwPH7bVOibCwqtPYQLtOugtM/4wfeHM4H7agv3k/2RSP9+dPaNTpUqBH9HGuUXw5ZZW/LDRj+OHRl7vASdx/wi2y6PWjLgwIR1cCaX2Sk8fwjd4R+D2ykHP11hLke/P1Of7R5z+gBX5LOt+xGMHmRmUqdbYTF/2q7FO/HIZPAV2c/Mu7HVx0vE/9NBD5Bfz1db2HQpYuC5/9od4L9QaVOq4x8eC0cV+PdT0DtRJwTmbMLuG9Pb11qqYN5+/OvzEyJiPBEMPWgUB6cvL1Y3yOYB/Op4zV/amNQae1CxMVhKryvz5xqxBRB4Y2xqmoGJyjwGUXeMUcwHBd6TfC/TBC9aOJepYFFZy53Hc2q64KQAPTNmdACxvVsi4Z0IrK5N8Z+60QvXAsabdh4XQXeD4Xs9MzISOfZAcUeyyrANqpkeb18At1fyl4kiEajyO8+EV7kHOiSfJH3YQTBYEiBFZyJRXe4fli4NLRA3ip16VVrCcwmu1mPqGCQ6g2Wg11x/tD248PkVAwN6um/3Bq/4FDEt1Ws5cAoHJvFOuO38mGEwFTQX8nIO7ZNYSVzBBxq2A06dYpBvozrcAajD1/d9lmdc2yBf4Fabd9u1oB3e0q++T4Movs6ZdlujkKMXyQNz50BKz+f/VC7TUDyVLMMLu1B0BV5W9x/LxcilT99E8AmIKW9+74Oi1DBL2HDhP8NgpSjUkbK7Vjk7HeA9+SvTrhq4n4y/CYRiu8ZFHRfIaJn2JK/SzE9cHJP046G2gTY9Of88YSRI2d/O78Dn0bh9NErhh27KfDt1LhyYhABLd3hMFHXHIbvWwGXBbjLIOzGz2NtcQmoiP/RWlrFCHwfr/V1K3wOPPPaIcPJFNTEL2ch19MNJQc41CvYEXymfI9RIpLQ2QK8u/aJNlAkEWt39PhDQFlX4CcGt4+arFnz/KTBDM8wV80yFnZxLF74KYFHu0S1M37s6wDrtB5rfQavFsaeb+FewyP5u2y9Iuud8Pb+j5dPPuVCbeLk2oYxEe08/9BKaKoFktiYCnuU2sC6p15cVQ2DjnPyho019UCA2aZCezkNgvM+HDmpSkaN/HEVHw53Qmr9d8MkyXIQSbrB3dBEQJdda3XOWyVC8fLqEQmZJpguuFFZE4ZBcrb4wEjGvXb4yWWCs60Fg7a6Hv2DBLTb6DuWskSFzKai/M3VWtD5j+PQsDkOGWOF7NU4h2BYWNPk8XgF2BTfaG/QSUA1mProiw0IJD+e9VFIbIJbPHxRGU+xqKS37Ohjkx4Q2H1F6/rRTPBVcyyXXSGh+gfGoS+e00CIuD+Ys7YcJGb5E/V6cWjC/HewLlMucNkGFKcerwSK2zmJ83yx6G24y507Kj0QMbg1Fs7mD3Kiq08jPpLQ928qb5+N0QGG8snfe4pg5l/tG+FyEsJQf7mUKfQD2c73lNR2Etx8sB3plERBzY0tz63FOmD3GiXaMrEF3uyIpXX/w6MyytOvQ5ajcKEx5uwREhX08023D8YT0cTbe/IPEkdh+8UHW01OGjjatt/M30lEMg8s9AXGcMAZ+YXktj8eFDwid7wJxqLSUEnSvspYMP1ltM619QK0OiTyb7Lg0HPlSBcNznZQIVrmTrwtBbUT2HxPWTw6sk9PUZGxbzVL8XtSGNx7X8f4RmoGBUWwZlh7dHRCooSXtP9qI4wOF7kNyhHRMdsQ1/v8COamGr86BabBo4WllAJWLPpALCQTmLphn8/IJcuTbXCX2Ecz5yEhi+kDpKwT9fCX85v2CSMEFOM7BUbbMeh9qGN6PEcfXLAa4fZwrgdOe/VTv36SkfdTTGdfVQPsHf52nNeQChRdZlGb7Vik0qDWp5neCV1nUYKkRBBInuzkceJlzOHU+mn0gArVTsd/sMfToNYodp28A4cMD6Xcnmbs1bdn5CFumUrY0STMuiBDQDIFVdtdTRWAOzaYI8TUBk6spaovX0WhU/VReSThTjjG18titL8ZPEs3vrSmERD/BwMJizJfuNp0w99NogUqK6yCpTcYHqfU/3z+fAcIkNgkDE1I8DJ5w7PxNx4Nf6vwERulwaEWefXaFgRN6mFxOnvwqDY7eZz/YR4E6u3MIwXXgGT/sch7+BikcIojUL6HCtNJBOEHExXgO9UzuUcXhwy8NtNkFP0gqtPXeg9zLfD7+Nnv+4tDo69THZtvdYB0+VlNJbNSeLI8V1nFyItfsi93tFwTFPhfeDSpkw6pdq1hcQNx6HC6558z+0ZhRj9SfUaPCt1S7pg74iSE5bqoXz5DArkCL7EDm1ioSnF9kPodgzbXLuXG2PVBBucPP8OuAAhzM74ayODzwWcsp/YltsP21uOlxepi+LeV86EvEY9Yjl/acPo1BLsK6FuJP2pg5jn/j+2SBOTIEuuh+moQeMetXK0X60G7682/ieIENJ03ou9xvwNcOst+RdHz4dW//8pyFAioWWj4vDC0Qnwm25RMUAYI7fKw47THoK5elbTwwSbgSQ4n2NrUgE4GUfgVg/933FDrvPupC2psditbuFBB13vi7u8/RPRHcJf4+osR4Pt+3DtajAz+/qLP3CcoKFFfZeWsLw365ANfpV0rAJnaA6f723DIwcl3b0hVF1x79ey8w6sGMBKJaWUdI6IvzOGyq7dGwDN+bPSsez1Y/XXg/M6VgHgzfu08zMjJkKbfeLF9HYRoPXjat4hDi9iEEt1d3TDM9Wc64G0e7Euf2le5h4Scl57ZqeDpcHy7cK9jBBVMe24Nr50loxnZri/OV9Ig7PT9gLjNeAgZ6rx1oDIeGV/8nbbN8HTViwIqONkasJF2OZBFJaBd35xUI9o7YCSkBZNHagBdWg6T+n0C2vOl3EHkZgf4exHqOH7FwDJn2eOb0gTUIpWYsFhPg6lKkZCgeiqEDXJG5C/h0N4QMJ+Zz4H3M2qp7FIEqLD5xLd/VyySTOQVtuChgw3+DOuRpVwQw9klOMtQEOKM0/wp3Q7HpwnexZQm+KTP+jBZA48i3b+m+B4cg9oEJ3XftXqIOXw4SFuYgFwEd64z4ctguKj2p5dePnyN95lNuxKNagNHPgZdCYaqKre3Y4UIbkiGtrsz5l8+L5/m9S4DOgwynkFMMySJji66ZsWhhjfrM7+CM2HxlsVXDrFWSO6dmx6yjUOZHcDEEtEC0s4qX0ICK0Ec6xmtegSDCpQOVrac7AZX9lV8q009fL7gYSq2i4S+cLsJuEq2gpKdg1IEsRzcDWYmom9iEI0kx23HQodgN72qvwJVcHDT9USgAgWJ0uoyTc0GQVKh/mitChVIA7s/eSQmILwcn1IdbQSCmO5FbeAzQKDXUPcugYI4PPsLv5iPwMf/tudTejIA91ZTAS+UgET2RHOdTPQHpas9TccUMLBC5lVl/4ZDN86fiUiO7ABB/98+rDqMu3Yn6WmSLgH9bnndMi9LgzOaTf/pvG+B7csmCanPcMh+UYd2htwJ2hdEfQKEq2BBgdXVkJOIpFk5g5PXRkFK3zKQNa0JOol8p6ZcCOid41I/i2E3/PIv67I/XgFJ1cFqgcok1Hjjw20rh1FY/y2ugLtcDH8wm77ngonIVKs6PY//GVB2ybC5tBSDEknoTkoaDskIv7t0tvkJ3NZ5+Y6/qQwiL32fcFnAIa7/7FXPSo3B444kFkJfC9ye+ao/KEpAo6J/eCZ2P4Oss3TX8KlcOCvQn/4zA4e+zdDSpn2pcCviiLHbZhWsyJVcJHHgUEn17PvRMQSs0kR7rSNV8LzTHT2gYJEd0xBXqsgY2Da/rZ+3yIYntwL3HT1KQA8mw7A5O3JB0zzpW5d7IdTukn+sxx2LzLBg9AvfAFrm8kB+lgFyWnWXX0/Hov2aleJVCr3wxHV2a998PYhwCQafdCSjATMb59febcD0+YDWV4MaEG4+qifcg0HMesGlzxVoEEFP/dFSVQ9bBkOyYy9wKO/6KRuBQBroOJsSo7Qawahd7XNXNyPvVItJiYdNIK3HBS0OzWDOzr2p8V8cEqt5y29ZnwHSpT+sXksjEA/5S3JBcchyQSfJ+Xs7fOYwiPyWUg7sB0qy5SbxqPHz2+dffEvhe958j9VGG+TiaGocb6KQq0nIQkN5Fqzvr5hu4GkEyp7pJvc3sUhOts3i9PUmxvtYVEgH10F6R+FX8lwcaqz/K3Supg2wP7Evnfci2LKNfbTwDoOefTx6OkQ0HWbqO5LM81qg1fX+/e/B8QhTyBd7RYEOh8OVTuk5FMPuafxj6goZ2TnG7RAXfA5hEnWszVIZcHJL7ay+Bw7xfBGIqeClg67iSV/LsFaY/u8quxyjH3Y8DPpx36kLRK0PX6A9SYZwDEVnIZOIDnHtyyTkISh+NhG0vdYGMemrj/fdxyL/7BFmfwYf6p70lNYfSgB3Iq5Iq46AfhrECYQvUuEbBv/4nCGCeF1fQguD9/rwMnPSulRYFvloIsTTBnt0jWidX7BIKIzCoZo8Cvcu3Jy/eSMdruWP8AnzEdHg3y/L9/yKIUBKxkXzSyG8+3Knos07Gn3GjUlhzucCh2z4f685m8Cu2uyfHmssisKEvHiRFAj8MQrGvkQqFDC3XJt6i0M1O0yt1e62g5zCbvVqzQQw4fpxwvExHlFX/ornW9Lh5PAnr6zNPMid/cSsl0pGyF1v75k9Y/Bk1X9QWYgKFucsF94rEZAdp//f3JR2COD3/+yzOw6O3dDcskjCoxeB7/+ae7TD3FGJJ/W5VCh6rcOS64VHrnzHlyQY+5+69/77RxdKIIDwy6/qCAGtCPjstUzuhjK/SJ9PraVQaWXTsPSIhK5JPw9Zt6bDl47yNNOUODh0w/FURDwZndZ5gzxP06HINsX53GsCfDOmWCp8ICOmxkQF02902PtQozkpHcHlwW2LmPsktHhydmvAJQHMjmnsP6hGBm22oFzPTAxKCfH7aGrcDuaPdpjli9aCo3CCY5cdHvlus0ud3p8BVFUd0n8WofDytmM5SSAeXU6cwE1upAP3WfV/e4Wz4Vw+8kyVZNzrd7SaTw9ToCK92r+9PxOsHL4Zb4th0F2nJ4rcHTmMXvZ98qmMChsvbb5bHIhFoYn7KBsfR8Cq/YHbAUwdHAky0dOyoqC5ZFYrrYVRKHDCxY68rINLzLIJR0MJ6IWp17Fyxl6Zn8aDbFkxNFlEOwnWE9DQgtjMjeI+yG3ZYEsqrASd3NqqF1oUVGi7AxvzrQXOULdaYwvzIWq3krXYVQxKOoxj+/t5BDq2RriZnZrBep/ZdY6bFFR9nTzoUhQNk/wvJRxSW6BMs/9r00EcIh9rGpM8zujVmAuPznJWQc7L0XGBn0S0fI/LxUm9HYLfRBSr72sAziYRw/cmePTfJPkOloBAYr7GBVxrYA/nt3P5TlhkEnHTrkCBzPBZxd30sTq4hu3e0l/GILULP23TvtTAXsEtQcJ3BPKvFZ/J2MegA1PiLheraeDzp12Q6yzjOT2ROzzncehXqdpBjbl2uH5Uiee+NwK83rVrCkN4xDr1UOhxTydIi4jH1aylwV6S7bKIDBFJVTzZ08hPh/69rRUPdRHMZDrPsElT0GIl95WHDN+GMCuWT1GF0KZD+PR1KxpdeVP5O+36KEhLyR7cUdACnOKxbiiBiNY6rVh+HcJDhlef5q/BTMgnrH2Cx1g0g+s7r5aZCpy7PjR5pjTB7mZR8dDFeJSPYReVXRqBMtmVjTf7CiE2QbqMx4KCbOXPDdobRMHO2je8k/5tYF5ALf+nikNW4atNT1aGgVXoq9xyqh+0cdQNsUsnoMJSe8F631Eg3zsRuXq2AexLHI9MGRBRb6zNnVS3UTjBLzCzUFMHrrL2OX8cieiIXcC/xe4X8Nnr0lfmIBoEBr3SSLDFIX7niBuYIwXQfPiQe006HlqD/XkfGMYgE/ycOz8PFXYnPxK8/bkQLv6o8f2djEUZo4NfiAwOzMqNeDChWgUZrTtk9D7iULFikrCLfQdIGH2NlXtZBQ7vD72pY+Q3WJ4z96VKB7jdYWrQVagEgfq2jhYuAppqo63PXKODXV8FbfUWg9fumnIJVpKRYeLPK/xC9XDR6fn1w5qlQBRo7d5QjEWWKeMELiwddrU/G1pyrIQKevZryTNkxKrV9Go0PwhYjrsV5c03wLk0piKfLhxy7fjZgrWpBJZg6TKZd40gWZYnKZgWhew6Lp2JPdQJCtxUIcveDPjle6vnQSUBvRpmfofpzoTWTIkT6o9yAThWZLKN4tBVBTWi/j8/8JjyL++UrYa1SdOkl+s4xO1Zb7nA3w6v9rKvKn3NYbz/2tva43gUUOSx84F5D2Sk5XpUO1aB9sazynM8ZFScF3K4gbEPnzrm4++3lEKJ8L7g5oV4NGS4v1azdRSWRXfaZr/PAcGfh0kxHYy5RdnTEu93wp/9omfru2vBYGfg+sZnAvrksFuhfDQb1h61DOmkV8Pi6RXFuNBYpBFp+1P72ig0vDHmUWXsL75kKcqykIiS5IuIp7RG4QYxyf/LZg6YJx75VNpFRGca8r0/25bAhw/fPRCD93A/G0l136IQ79FKj/P+7XD05a2X539XQKuLdnViKB69sZWNimDwz1TRvSPbDD+SlRVX/i5OQEo8MoUXDOgwgfDnuJPqYaeBjFBzPRmdSwm1uM1Hh6jl02bPhxtApeMECBygIKNGF8zVPZUw7VH5IbStDrD89om3B6LQeFbRkZtN7VDd3hp8ndAI7mzp+MIiPNIl6YQvP+6EuyI822/H6oHjTHd+5yoBDU74Tjb+7QWnTWGfrOsINhrTRaP3UFDvBcJrRQ46NB5b+0zEJgNWYb/BxeMU9KPsPFfbT4ZXP/TPPaNeA4+4pmZSHHDourWV1C6Fflg5eEY/cLkOTp4Z/nUtgoKCWWWM3jO4ZXKZV7pDpQYmoqd1LacY90vvMCfr6CjkvXcVqLZrgI29IuNmiQQ0g88f05SPg2rdoFNB1vXAdM3uCP0PFrGw1mthxtKB55nukQCfZEjTMA9ik45HX+vH3sfep8PPeNssyfU2cHg+ofk0kIyGA4eG3fmi4SCbOu/7fzWwrwy3rngUh4bmvOLVuOhQMIQXUmbwW/hs3PYgo6+MJ6S+bgh0Auu8xvGB6QrIdY56F8zw990Tn32sGN9rj/17RXZ5PNDLVZ4NHSCgqgPM1MbAKpBh4rv0giMRInY1/loYj0JWkW9U/5blgAb2lqF6IQ1W39fUz52NRQSBiWzn56PAW31tI7+mGpSO9w1/PEdEJXq927mvRsFhzmxxLbAVFsWFCAOpBLRQe7Nkn2cHNIkGdz082gTfx8q7PM4QEAtn0XFCOR2wmg8p4oUtcFX+6Aue7yQkE6dz8bjYC4hZKuk69rACntU8YQl3xiHm0fk9zmF0GG4i/fE40Qyno5Y5FAzJ6DJr0O83sYNw4XY55e9qOqTpWjq4lyWgiobwkvvdA+AuODBX/aYJZqM7NBxsElC5mz1x8FcZSNGwtT7rGeDn+dvjelYUOobniri7xx8+t01VPX7SBDu0Dpme/opD+d8MrFzER+DiHpyg1SESPApiS3ITT0CSK/khZ5KyIPGwmnzKj3SYuprCtmc9Fk12Fimws+ChzdCdvVW5Amiz7T/8A7AowsDLlfl2EGjfoU0UNWVBNFfyaRjGobr6E6L8Q6Pg7+edcrioEnBJYpUlxQS0dgH/60FUPxBmB5hFUyvgVnzfPd5XFORtfvy+7UQz2PL8xBQwuLcx943a1mcGx67/DrzpHwEnc9FvTslmuKNqUKFkhkOT2jPf1ARGYHfYw8svduQDb1PN/Xm3BOR3ui8cREZhf8eNNA5UCDbzZa9lZUlIvL883LyeDr5GawK87Qlwq/Tu8N05Epq9TFz+dKAJmDl1rLm0SFDI7796uykOtTx4KGLwng6kC9Me7/5WgiZzxa+bSSSUaSKJx59NgFmPNkGDmmKgyr/U3crHoDB+2rYWczXYMjVX15W3Aa3nRmz4RjRq4mo4cuUHAbaC2f7+cKHBMWu6SddpLNLrlTBsVB6F8JFLyTUjIRB0UuCr8hsiKrPm9WgNqIdx/b38K89q4PXCboN1hr+PjdvEWeNSgFytvytwrhxyY76oeh/AoJyFW7kS+e2Q15TyVDy/CjBMOuSELEafPGk4Hjk5CkVW/mYCfvGQz3PIeBVPQPL+in468gwv4PM3cCssgw2Ovvvv1sioyylH/YP8ELzlXM4Y+l0K5pNbsT8KE5DRYN+ArBgjj6dmcFOPK2B18/BUKx8FWau/N62MTAGv1uHfOqVhQGCb1e5n8J5ki7bGm5w0SLGZb/zK4EneLDtCaXk86rtoVjrPFQyVmOY8Ocb8v7VYibj14pDKft7XYseSQLrXf1EqvRnCfV9EaNljED9JTsk5OxOEExQT63LKQY42/PTx5Ti0TmnBs5/qBnPzlrnLnUngUNH7zU+OhKx6OPMOfOmGKxeuKu6PSAGj/eyGbMUk1BNZsCtJdgCyw2iBnok1wD7/fmesegIq2oE7GFBMB8ln/1beXKXBA/FD91N/kVD4U1VWErYQ+hTS3dyTosHo6iCfi0YMslnW/2psTYJPM/6pN1RrQSwYi5KZsKjWMIWvfDADyrMEB+gzeJDKrlIDehyqM2NSuFPTBYoZnG0KPgRoedhV3TZMRPVIdIHCuEM+swMmPjOB8GNeuK98isEbBzh3O77qBGSjYiSOpUEbk+Gpa2eJ6HSD67/km3TwuT54OroqEeLDLmKEUsgo1+CyY/PnUTBWwadtdFPhjdRHvsQAAvorr+kadYLxu/7fKc2c1cB+8u77K7ZERFWQKb3H3Ar+bE+5Yr1a4AO9NZ1PFYOuChYc6WLwxuBr8p05wTT4+DHwT7AKGTlOsV2V82Dwj4psvMCjNvCNM5MyacChP63j6lcj6OAVphvi38zwP/fEOS4NMhJob1DVxzcDjwg/LsagHHZxCmzdaY5Hoaet1Th424FN7mLndFkmFN298FeNBY+YD2I/bQtnwW2t7N2bx4uhziPUt0UpDn0h6f13wmAQmk5+KJxVqAftErAJkEhAWv8OL3No94PqqcC4wOBsmD1j9t/zWQriS6VHitYgsEy6GqV+uR7mvBPNBVOxKLqzdKispBzeHJB29DNugJDZg3sfBEShUUrNxPyXJ7A7dzPEaaAAHizNzod8wqEvvzkLZG77QUtxqcGbb3Xw8JEa/eUGDnEUjTgvGpZAUDlLuA+iQe39Y5+nN6PQ1ocQQz67YZDvsI+/p9sEMzY6NhCfgGqeKfF3jvtCz5MMIY75NrCMozW9ZMejm+qj26lVo3Bg+kaXEDUEXF+JvhOaIqDJyzc8U4c6wYW1a+ZmPoIraY7bt3SJyPKvdN0dLSokMzWZwzYJMAJVPNk9WNQTCibt+W3QyswV+Ha+HGbr3hW00DDIYZ/xycy0FHB/KpFvfhtB94blyCcBDBq42+87ZpEI+84cqnSziQWLsI/2vzwwiL3u7h77/WPA4UytXX3cBpWmz5JUpQnoaqxt9b+sdNCS5az7RKCCtjJLWbY6I78qBxZKd2WCdu/BpUvLCCrUx7S6cHGohtJyeeoNHi5HyniKe7aAfYt+40UjLDolhjWLMk+H3a96z2VM1sFxO+9zR+zjkZG3iMdMTybkTGjj+ELrga8S53/WJA6Z965XZU33g4xlUfC7tiYIlmgWihdIQF8Dh+zstuhAqCafYGfwfzObt4bhdRLqpslpFy6QwHDr+GSDdDOg2cKbtJ8YFFm030GkohlmA37aHX9bBT8l5pIkiuNR1457694yYxBoaX/u04tkEGe/EdomRUAqMfHFV5saIXTRKj8HGPvi2fCtIiYOLSmp6m6G0sHTjxpqak+EdenZVYvrZLRFXf3qyuC9278fJCGdKDASiNvgkaSgadM7LqvTdNBnX9GNr6QC1XLXoUPJJHRQZOWK7sAQyM6O/1K7mw0xnof36ZUmoJgffiyHGP7yea+hxru+JIj2xNWIPSSiWmkDEl0iFkZr105LqWeBcaCKUd1OHBp4VnSRZTsOFvfZhsSJE+Dkha2lnBUsmlJeXxDBMJ5j26bgzkoF3cn3gpZSRKRiw5/gwvCCnXFvvZclK6GyQ9wxLzEKPRoW1Nts6ofOl5xZDodL4dWhxoTvtRS0euiHGu8ABup4883x5Epge68uJ9yARTvDeilWtFowxb7kuCfZAh1jmvoYoRjElIJpchItg3gUy7pFigN9dLHY+10U0t/pzu9qS4flBKH5EOtW+OR2sWWCSEYc2+Nv7ryjw8HL8+mksXwoGdYv+UQhoSif1acGiQzf4X6+FvauAHgbLiwvKJARaWgf17U9keAnkvTVPboRDIKiNIYAh07TVy8c2zkKQdhXG5c6adA8KHY48hQJ3ZF/9lqthQznzn08InXTF17poInHbzFIfXt4x/7RHpjhvX1HENcKXbrGEQQxMoo13ceasUoH+esOr87GlILExrtX59xIaLp1hnVZbxBefHpFfcCPYDsFt3dbJAG9ZENd5lY42Fqx6pL80AQq7w/9dY7DovaIk7a9/qPgmlks7HSyEjg3+kJx+kSUQvsjJzc4ConzrBIyZtWA7ddJic0hoMbEjjieHSNwJTX8CGJrg54jxMuCiQmobld/YxN/D/TqHfsSK1sMN25WSvmkktALnruXI8XGoCfzzTu58jywLlOPuiVLQKfajPYZbbcC/XnzLp4jyfB+4xD5BhaDts8pzrVfpoPwWzAY6s4Gtp4ekG8kIxa9Pm+TDDq8U/Q0xknWw3SZmX8iYw61I+sqPmgUrv9e3Ms5VAOzB7xSyb0EdEtCovBPP8Ojo3zpLH5l8IHbLuizCQ7R/Z5+XkvoAlfv99JLbeXgSzv47f1rIprg98aKb9Jg0ZIemJpRBEwxfb+/C+JRk7eCMc/hMiiRC3/0sgABa1esy9e4aCSZS8qQ0KbC6czUSxIMziGc3CNEWseiA0o8bY+XaOD5617IhYctwFKPdxRcYHgBx40zZDkG5w9z2qp5NUJK1QmWrcMExDR+1srQoAd+NLmJvgqqhU0dN5mkvWQUQMwJ+NTQAEGUQiKppw72XBh39dOJQ8piRIs7HslwY+OS6duRJKgOMvOT0sCgI8+d16cQHcwrlg/P8yKwNX/j/pZOQi08BrG7/vYAi/3lljcjjP5DTJf2+pLRtOSlwUnTUdCW+cp+OCkDdNtyk2MpRFSR8848NbIe2oz2KNqLpYIXj9aZlrhYxM79cF3ubRQIngvqejBQCPnGRVayDN9JCRHN5iijw3zNjz86hT5gdux5B4WJjDymKiVE+CjA/6TntFtWFmRl9T4r78UgNh8tr5WyIUADxmW7LlXD5z2FG7atCahMIHH5W8IA6Eo/fslpSQVuk5zzTo8TkMbK64/kjjDYcWWuUFObAN67V0UJATikLXiVcNcxE9aTOUhP/9aADMvFwUPBccgUW2f17NgAXOxl2ruujaCmxqsp0jABBczaug0nJwLPKHO+UFoD3CkozIv1xSAfNi3NO5aM/G5kxhyKqYL2F/c/JmWTEYWvrYRvmA6/+Z7EH3hSAQlfym3wTSTk2640oDQVAXNx3MtctVRwOdVYfdIQh/5ztR4eT+6A7CuNl9kupoK/1M1eEVsCepVEqpHKq4UugZTVXzdfQG89dxENxSBves/CsRkC3D0n0nK/tQ2uYofvb2hgkd2NkkdNzKOwdyi8M1qOAheLjEVaDUnIYzOowFCAAI+5wzFP8qkQnRxb+sYCi74bSODYZLKgvFroyHXDStDB1fpkiMehFwsKHfrYFAY3f2pt7aNB7NA+5cv8GHRdLSmITXcUbg0IVwz8jIWCaAx2pYaIToq8cz1oTIbei2sX4wNaIYN/cvD7IgbRzf97rM6eDG4a//GbNbXCuyk2ye0rGPRtp47XAY5R+Ppd6IieRgsUTJPVjC6RkPN4v/pc6iiEHBYMFXdvAfHO7HA9FiISWe1nUufrBUfM0iR+sxmCnOQ+/okio7rhx8/srtDh663wLz9MMqB1j+y7zGYyUnIwCD8oTILRKKHWU/mNYNxbwnFZBIuazq3M/GT0bQXb0A6BjyWQov47gS5ARsquO1K9bg7BBb/2C28TKmHY/wJy/JCAhm9f+2n9nQrZ27d1SjTKwVTZuW5BFYe2Z8ptd2gRgXiIPXP2aBEUKNZ4VR7FooO5BndJ5HioPrNz5MWRdKi6c/Wu1AcskteQLGA1G4ZIDlNH534acJwUM60kJyBLygjGQf85fB3vHbdxqAPXt0VKaw9xaFH/Lz4+nQ4chh+0uNgiYJf8eMghITJa3OVgfkukEKYF7p5uyKDAV0/mbCevaOTKbLXkHJYCp/xku3Z3FwH7oqtZtxAjL6dFSyvvtcLJwVO/X/jXQlJsba5MKAYJbKj5OD9tBW7uQd13JQ2A+TospBOHQbv87XSUauiws+ss5vmVagj7+nJNeI2EaPqz8mLnR2EzNvbcxs0KiJSujhIbJaJs3Yl3qo8GQbnfxIfpeiXsnjy1KMTIIyWiUWottBCuh4ml/xSlQtnXC266V6NRjXgqb++RKnBQ2cJffkUDtanzs/LEKBSgwIT9EDgKZ7v+Gry+nQ2nnMPuDl4iom33hrtO3lngtqjiGRHRBJXJ57f/1cei6SiXu6+iGf6bKz6T2p8CDxQ6dHgXKOjMW63t/OhRaHLixS31YsGiI74m6CgR6X3Lfond2QO/jHDIN7UV2sR7D+vNkNCuQ8UFt0WbQa0wsPzaf42QVTmWqXM0HjWdoT/C66QDnfh16NmhNmh57S92PjIe+cSccrm+ZwQMdHgbPjLVwEUh/s6tkAS0I5iD38dgBJCLyvxUXAm89T47n2WVgOYCvI794ewC92s7ukibLTC14mcx+pyIBK9+3H5N7YONL4bsn84hOGepl/ZFhYLg7eASk+MokAkz1NkdCGbxFYbPvIloz/59gxNqo9B5U7d0MgnBMc9DPeGTRLTjh59JXtYovNaeU3GZLgPXCOanI78JiM1sa9etFQZvawauuTWUw4UMxSxZDwKKLKg4Lr9Gh7GdoXp91XUw9fRgoaIHCdWGcYv92+qDAzdv3w0LjgbNdcvL9EwKklzY5mZfQ0DoXq8Qs8yAIuvf7k9fYJGFWe3rhWM9oOSj2s2eSoAOF5YPc7Uk5GmZ+7tjRxY4WHEc9Simwkncl01/tjgkf1VaVFuyBIper0zum6qHF6Hv8nAfo9CnU8wWqYw9H5ISrheezYXMow61t4XJqLIzRw83lQLLL6U3rFtz4GBUPq/NZjwS0tLZvGuOgaOrRWvWzxF83dof+m0Six58YDYx3E2GM8/Djo7npwBT9dsbq58x6Pyb/N1NwqPQN2XyuS+nDXCyKk27ZEnoi3kkn7gNHaS4f4SJHW6E1eDgVeN4hleGLzxhmkuEkDSNaJtmBg/s7y6ufYhBUgZnXtnH98Ou9KSEQG8qDIxsWa5FUlD/oGOC27FCGJnVPnczoB5eUTcj+Bl7bvdZ9+YkN4JdEsJHCfubIWDkHO6OLBa94Ph17bnhABDU+ZVf7ysEB5Q1kW2UgA70t7x8u9YDW1J7zPEOPpDCriRAkCajjN79X/U/D4Nld9+1p+M0UA6v3VvEnoAeCXIacd1BsIx31+2QxsL3dJ5yJykscvS8NxJig4VLleysYZaNMDfAnZ5VjEWvxZxvX0iigxLOnNk8phZe7dkUTmQ8f+s4i1oAw6PNlYL3f7NBoMhfeOCsLwH5zOWWZDO8Q3dm/1DIoUhIvP5ZedKYhJjeXdW+vtAOIuqp0rcONIPB8VMH+z/gkaVbVp8McRDmh5V2Hr7UBLa5uNzMkwnI9y/Ze4rh18cJ13ZfZ/jvVqrt3jEG31bdM5RiDxkFZakNa+wQDfa8HQivYOS9I/aJj8oQw+s/+3w3ZfRkYQE5Z6OMgLwL/JZSHmCg6LOt1PhxH6D7Mvsb9mLRlSaKEF35BZC6JPEhRB+4+cfBkssWh9imZoyEPyWByg+EqOF1cEiX2CxqjEHjzyeyxTT9wP7ZkvRATzq4h97YtmBwWl+itKqFVyKk6Y4EJ6aVgQfrXJttFONOPeup223FuO9Hxbt4K0PA77ScE3MGGZ1hEzQbVq8G+9dc/3Z/aIbzuQUbL4WjUc+Rr2xf8vrgm0x6aHdlAYT2XmbfDKcgJtYWmpdmPYyu83lxr1AheEvTfowQi7Y3xlT9R1IhILpCvGOOCDa/lIyUS+LRUvIDu8uDdJj7yTnOx0qAzBJC2bdGErIeeaSKN2kHnkRvfPZBBMb42M4dgEfF73cYFDC4yyQ5M2/ZMBJEx52ef/sQg3L6pUtkt+mwMKZxtCiiGu48yHbwNWFw9fYhqROWvWDyzPTula4IWJGLUdKZIKPhceJkCyMn8eMmdw/01sFmNn2JowaDXn6hluhWDQIKe6B+1KIIfIb7PXhQAhIRSlbVrB6Fmzq1V7UEiuG5H88fozlG/3ic33zEQwed7y/z+AppcEN12V5Oi4I4/+/ovOOp/N8/rihkRUYhKZkRIknURfZoKBEVlRFNmUXZ8xzb4RzZezv25n3sfQ5llJkPskJJVup3vr9/73M/7vt+3O/rel3P5+Nxn/v2ZjVxaqZAz8W+En2WaqAEap4/nIdHOoMPWM/qDMDO7Yi8Jpki4NnftXaMyhX2gYblaSeoPnsmTSPFxgXYOnf/+neEoRfvLzI/sO6HBox0kAd7MaT626zNuMUivTI9fIj0ByiXEzzuIVYKNLsSPxwsqZwmp3XcTGkA7H5116uq1cHFJ/6Nr7pxKAoT6dTQWAAXWCj2t6TqwdNVwOxiSjBik2OR1aR63GnT5Tvyj8tB9xfZXCI6FvXlPH9rvpYMx5dqImSMcmHld9YvQ44wVFCgcCBUqBJCRks1XJUqQKlwIvI0fwgSe/P2zC/1Wrii+CyXbjgT1soixzTMQhHlnzSzoG8hFLGkhx/jKYHtiVQV2bZg5F16+9B183AwdCJx0/Y3QecIr9l4RwR6f1zb5fxyD6yPxddHUHnMqXCOQQlPQI5pZcXz00RY5HuSObJeBr1tYOoeHoyMQy54vVek+t1d5jsBWbVAT/YVIf0Xi47c2r3y6SaCB9qmLfqZb+Dz0gllluMRKKibz8B8MhqCr6dsTcZkgMmXAcVp9QhkNe9vfutYODiaV4q2Xs0ExetFDtITEcj3yklcE1sUvFd/9fKUQiWI5ckxsDtHoM2VOOzvwDw4tlvUc9KlDF70/FQL5Mcg55tThvnlLTB0N6epgTUdYsLoyXdw0ajHGaYfHxiABMrBi+bbyUBY4SXMKMeg2zweC/IsA1DUbHBO4HcaNFf2u3cqxaDxqhd3arkioPoo5hh3WREcmi+ska+PQHKvJb7L9SbDP/0Pi//KiuEbR6HuefEwFBR2mA2b0gqIWGFQ/yMX3I4e9fJWwqF9Q5XM11o6YCPAaVm2AkGG9qSg7cNY5Nv6xIzpwwCYG9cVzpXWgClLd2wNOw6Z35pdYXgfCSO3pB+Z3vgAu2ZCf1/5RyCxMs6yiYfVMMfS+j3T2hVCxJVD/UxCEBYWRT1u+YPdxqzC+Uel4LGLE7d/HYl+aH759dkOgXnhQBi7aw58LpQ7d+1NBFJ6/OcOQa0fXDcy5C78q4B/LOetBvpikZ9q7sI7egIoNuizsL5DcF4mgGeyJBx5vDT9GMTdAe1xipXlr2vAbkF57VBQDJqmnWIpvD4A7uaO52Sf1kBmaqDLThEObTleLw80bIIDWtmP5ShN0G4l8CMziMpCHY66LvUtwNHs6hm17QzoCz3bXf9o9PW/U5fqX7bBz1Tj+JvU/ekk1kmeHTikcvMsZt06AWxt/ri/OEmCvC5fzxnOcHQ1KxZ3tIoCs/T11iWOJOgS3h+VNIhHYel7oWOLJXD5oAk+aiEVGjptLKxKghGHMetmuWYstNz7va2dWgxsTaUv82fC0UUeVfN2+ibIjt40jyalgLBgEBNveiTC21MsnIoJsCwywMEdTIJG2ct5gcnhSNpyhEPGigJ2xCRV/eUSEO75feyyCgH9m+mRvEyh+l7+xNMG8WogDeollF+MQKPRP12stcrBprW9euR0KTw3/q4c9QaLaFpCyz3W+2Dv6afEn9oNYNhjdx0zRkA7nUMW86VkOIC3DdJWIsDn1DcNCqkEdLe5fPie3ABk4JVzCanlIDk8av33PxyKOWRxhvywFyKPWY9aU/mk0fq8/OkaAvqZEli1dLQUhvAqBYafKmDL9HwW4yAG/RZIM0p/GQlq1ts/Ta3LoUfBQvguta6SH3pfKNCpgYYDZ9mtdBshoyDB7utoKFp91iOu3UoCk6kYF+koZ2An67O9fR6JzsxkDlXqtsL9xPO+1h+bYLOJ8YdfajSq2a659edwMjiI3XXbsqoGbuMQ5iK3MKQ/c8PUvaYY3uoRGdyXiOBz5WmcTiUGzUlJU9h5UqDPWuUWK64MvBM9+CpZwpDHGz1zTuo6cXi/0AhsJAFDzH02u2QMah4/UmbaOgAyg9hZ5++pkP75623i52iU9/TYtQ9KdaDt6oCZ6G0CpjOvWLS+hKHBRlkVU8tOeN7WcuQrYw6ss7cFtX2MRfFfl4j+VM7hVKsW1NYsALv80sOi2QSkrSe2nNZeDOk83wI0/rrCsf5TBnweGPTX+yP33fZk6HxZXL8sngIWo2edMVZhyOo45eg6pR8uNQ8d45Gog+yHZEba+hh07PSTdZTVDx1FQa3sXTUgJ8chHEwTi+by13ufPyGBuOwHvn/BtTD42DGNUhmBVIpUns8lpICtrM6/LaMmSJKl3fPtCkUzYhUR44YDUM6GfW+t1gQ/Hc89NHDHIYz22TkRwyiIOXGEB3/XF9ZiUxNLoiLQVOifP2vOpZAcuayc24WAZ8nxBjYtGK0lXkzk9K0HFLzgVH8qESatQv+qrYchpjLeQFbnAaj79S3zuWwF0BbdC7cyxKEn97ZyhcYGoG3H+2OVTQK8qGc8F18bjWTJV47sxVGAcXK6onvECQr3KoL7cHg0P9jMe1elCz5aXPs1mlgPJg8W+7L18MheqJFu4C0RDmksPvkr0ggP81GWVz0GGWcy/FGv6QF3r9yDL76mQ7XTjWXVEapPdYjoTciQoXvc30pmrg4+5S7UNfUQ0F+oUCnc6oLY/aPxxbJpEL9i9Ur3PB4pqfi2OPj1gLM2puqSSgpg/RIunhvDo1gOMfmrvu1QasGSiKPmyfRrqvolxCD/mdDMhOQKiDl22Pn8QgPkHcX8S+rBIB3nkxZ6zAQgL1XgTlH5MNvCUr6nLBw9wfacqOErh1vv+09+pSmADW16Th4jDKL00pJEbg2A9S+2gcFpHGw/ZBB/jschStE6Ye81Bbr/Jju7UHl19HSpot4hAkq7UBPuf4cCmXspbrotCNabnzKVqxLQa6Ra+XSzH5w0ZNA+RRe4c0dLX8YsBn3RY/SJ7eqET3Q8XG9WK4D94cfy07WxaPVO4+hXiY+QX7ajzG9RBzwbreX5c1EoPunzG/t9zZC+Ojh0oD8bjtNXz6maRKHCNouAmZAU8IpkpZslFAJnfD/pdkUouurEZaEZnw6Q41f7kSkELleEQwNjCPJS2+I/Fk4GYhPN/CXDUihVEsyc6SKg80TFU1zv+oAQY/BD3wCB6j46VY5BApqpOjxeHNgCoqcK8dyDRFDyncrasotGG2kfl4h0jSDJHtt+ZKQBlE7eaqK0hiPbMblWbv0eOGYZSfLOLIFHL+v35XzEI1rl9IpDnE0QqnBr4qdSKTA41Mbu3olE6f3PNfc/KwWbd9ucrx2roSzMG+8UFoyi6vd09yQqwELVQoVLIAFU30aGcBAxiPdVFG4hEUGM7widghoJ/FRY/3lCBGr0GBpfo9aVwqPDdXEZxWB/tc379WcCekjAMbYX9wJe7UWA2ZUG8FJ4tCs6QkA1DNLEA+/JcMeOud9crRFSf9/qCmQioNl9Rxpl77WDelQdu+yJUvg7knwwlyEGnRXDDEk4x0Dg+9P7toVLYWvE/4TCXjiKFQ56Y53cBl2krEgb5yp4RTh74mgQDikvarTKy30EDot0+G5RCtHGCZiMnih0seHLwKnoOug7dUQtejITZNTD3fx4w1EWVqOHyWkAVgRWcb9FXeDxp+j5BBMcOuFnPcNd2AnHDlfQX7lBBMczk6GrnrHoseILuvvkKGgXtdWlI+EgTi4i8KldBGKXF5SgS8WBwulAm3saRRC3/k1BWSACeSUethRu7AFZsTzuqupGYO81ukNPIKB0wey/7wPyYN/cwN6GRhp0XPcuT+bDou9/lEKKfSoA78lLwxtUA7QlGCmBjxhUlH/OMu6ODxy1tGvGMVE5ttm9Vtg5Ek0Rx+leXgoBRp+G8UueZdDDg2F3oI1EDX30DOSzxfAw2ndQx6sK2q5PCH+owiD9T+L2b7KjIQIvmnaiAYEHc5PXV9UIJKz+5rEvxQdKPjbkGu4EwLPeLzG//SKR5hjDwonIFghVXy1YDKoDq3mO7/vZopH/lYO3MO59cEN1auDheBXE2dSwb18kIOZfdEs3N4mwIzaTIzXRBH9N9g9KVWPQ4oC/7sQuBVQutITKeqSBDPpzPO0YHhlUDfLxB7bBIT0k4hqcDYsj5W7FPjj0XycW4+1dAq8suss4+5OBJ//eh9wlDGpgUc5Jnm4HO2OtZ0E81YDdXtdvXo1BjwMdakX9GyHiXAaiVKbCs0NTKnFF4WgjUN5PgNwLdzR1Vb4UNMCEhOdhQy4CkkzxiZt16AP7pYPm2REVoN0VefgK1XMZbsY1tXuWQurY5XWn1ki4JrSVmvYmGNklNxio0LXB29Th2iybaljUKbEfd8Ohhyv/7XPdboGwzxY6q6RS+Kx+muNUVTRqDiL0y6j3QpIH7hd7dCl4fjnN3dhGQC8/yzCGBg8AN8ld5b/hBpBk8fx67ggOTfy4PRa5ngeYta0vTSdq4XpRucPJH8Fot4blBr1XL+h89/DSZK6AHdFY3WfVBGRRnHXww14YsB6VZ32gQYIS47yq75QI5B5+km6BKRsqhlVmRMLrIJqfa1j6ExZtjOT6vj3TAUth6v0Z1zNBS7rMtzAkBrXh+bix7T3A9Mstbni6CLB0fvS/mQmIrbKmQv03gjsv/6xFGmZCPYvguW/2ESiz0VKfYaELLn448UtauhFu1aWYqVbgUVXnr9eHJfphet/vxm9i9SCyo7awTolFn870/xEfD4SqMCvjN17xsKxt0qF5NxKV6NofY2SrgCcVRjQM7USYjvfbDcdi0NuW9bjIwi5I3v4cUMoeB9vk1PBvR/CotiLuZBmV529z2PnO+8bCzIcfmSMHcEiY4VrMu/wi4Dp4OyNOpB5anI/c6RnHoAe8Ji0vGZMh4GarVY1UKUzhJKEvKAxJPDcJ3R1IgJOqBTDenA3d7mzE+3ThyP3fokiFDQEcSg/WplTngMBdDlqd0HD00vBt+L/JGjgs9fgIp/MH2CHyMU+cDEWGOSuhJ9uawe/7gme3ayYYPbMlXfSNQn0FwU+XKAUQijZZu93L4JR//a0WBixiKWh6rDjXCz0zPqpSnURg9iXHGw4TUM7dQ2skaq5efjNc6v2xDu6+aFnxFo9A0i8VAuWo6/5yifPHb2qe52rxjsX8waMC9VenjLyJIEHDeLBuLQ3aFmMWZdowqIR/s9N3qwe2ac8sl1rVQ/CarVT0fgI6oX1Oocq4EFg1s9on/laAo2W2fD0mGMUP/Bne+d4CqipRWkyxmbDv7zdF7PVopFJxXJMi3Qn8BhfOfv9QCMLGAwfd6mJR5sc11oKNDrj0OuDld8kaKC3DhZlFxqIDG5j02ccDYFTwSX/mXSk8On7JuuwRDn2+z9q8NVAKs0f/7DgGFkHfHZWZEqovtP518MXiy+B13amTUp3lcCd3R6+VG4Ny+vX1Le6UwrwXzbtbC01Q5S/34oQYFi2mWtbrRTTAFUclR5qrCNKbeM13boYj4bF43x8L/bDc9GApMLUB/trZdrYRYlC/tNv3qikCqL3a/+v6l2RIPvgfB5dzOKp6Oy3FzEqB8IktYcJFqueS5F9Wr+LRnrp0puIGGXiH+1LGrqTAU3L/ddX/vffJcGrkWX0FcHVMRVT/jYPLb/15R/hDkOO//hEvwRJYCDNa1gsNg6GrNetz74MRvaMM26P+NAj+Z+M2BTkQKJhXxsIRigY5za71T1BA04uxV6a/AOT2XWLdkcGjsi31OtVLZJA6mSdVfwlBQN13sydUnvEnSRyyDymBk0aarecsa+CJHNvkFD0WvXIf4HnqUwqJrhYv6+yrgfO8x0LHWSx6WioppUXl8k8M704dnvgANwJqyjS1o1D449eabdJtYOlNrn17uwQC+48avtfGoZ82LI12V6tBxUXR9wJXKWTrbZ8ypw9B+XdURxnvN8NyVoRF6BqC1+YXGfISotDlK5v9Rhed4FjnrZX3wgUgLH1yUOJ8FAKOzZwAiUKQX7KgaXxXCM4hbwtVu4LReGrfZ62v/fC086SWvlwFiBascUkExqAb9A9VJ09/hFF8zKV5s2AIFZhqbZKORvMfyCcjLMlgFn62CfeyFDABm/x/DhAQJ2H0QcOzPnDZeB82d7IRMFkWfokCBKTqe2XI7lo5bE4ez/UIa4RuBhfPHWUM2ngi57HoNwD6xRlV96Zy4L/LYhNJPDgUeEbbOyk0Fd50yppaZDmBYtxMWxpbKDqp+jZ/nKYYWPPqpgx4aqBHKvleIXXOhlKWr8w198DJdHbeDrEy6KBrellL9d9i+oW0U+k9MESr43ZrtpTqBc35YRkEdOpk6n/k+gRgfR4cRctBnXdRmRMrG2HoQ+z5wIYNErCOGRzg/5UGJ+VOiH8XjUS/PpJVyRciIXOeDoN2smFyLY/e+UME+mIecZmJev2H2bM+eXHXAbZ7/4VwDRwaqf/Cwcg4ADv8lZlfztXCo6OdXo+vxqD/tsLXjBcyoVuy+dFiXCmQpgQc/flCEN4vyNrdtQ+ml5VvafiWgoRwzfFnRwmILkzvZ6tLJ+jG6A+E+1B9UH0x+95WLFJc/bon5NcC+wz6KlmS8yBCblpZ73//z3LhsqtJp8BK7uG0Iv1K+LL0duO/FTxyte8ULucYgMR7hac2PCIho7t3b+5cDPKTJ8kTMxNBrDPM3EnUCcqvTbXxEcIQ3QOpIhqdNuDMoXlzuiAQFnS44sU6cCiyf2SInF4G1T6HNi5dyILYd7QHrDgwSFZVlGijOABJjm49NnlVIGdkN3iqC4ckrgkxC/xuh3+Yaf3smnJgvHGrm9uV6oOPaAOvXK4CrdbObUO2VKB7NMCxnYRFarIRez+pnHDc/8dXmnt10JNgrK70XwwiH9kR8ePPgRoRlo06oxpIailI4y7CIpPQh509V7IhVn+2SsigCda7fB4+nMCiiWvT6AnVP3dT2Z/WyjfBf4Pvv8h8C6XO2bu2o0fb4InM+QCmmVpgOftf+68PVH98X8GbYRAOprM+V82p3L3EWl6E74tAn0bGBGg4i+GYoHBCVQ0B6mlEbA3sg9H3X/5Xg4zLQDBV/x/fy3B4MzCk466ORUKCTZ/a3fvBu2P0Vu9IE9A+FBL8rhaLyhaDbstfyQW99Jv5s65EmFPyUQvxxqL5t9y6pr0Ixg69K6NhbgK+PYv2Kd0IZO+q6+I2TIG2icEp3FYNaNWiDze08IhPWOzsn0M1cMBw32b92Vx433BneNI3BCm437/PyN4GLUcvc+dYUz3AsmqN9SQOkUkMSq7HG0CdeB173TMKCDn/HmUTwpHJYN7BanwlEC4ux0jt5AHW6kLQkA4WRRwkfLkY0gNOKilWX7giIctgzpbDjYAY2VQj72+XwCqjMtZJsxHIbn1pWU+onJOF+fn0RC9crPswM7KVBY217N/9qPlc4nBuUkGrHvguGiKLo9VwKc0hKd8gHHHNdDHhqR5y0JBcIsFYAjUBvqu4jAgkE3LtapLPAEiyDm1+FMmClaX9dxipfSQkTntogeoVk+vFaVcwuUBH8rEl/8AgwX3fZJxs+sBGWXy+oTserER0GpjGCcjL+oq80Ys+YDpsiP6oxYG6KE5Jgp+AoviNuWIbS8HjjbrADxHqfJ9WNmIiBqMjL1+m/BFohJkw9se8R5sAo0u8W0H1lJbf+w2EbueDa028b92DABD6PR/B9z0YNc3d2Pf8fD5wbOFjzRQaQNvyRe54bTA6cHLbPJulC4ScbgY9O1cCTMb5/hrGeKTvMVdCPEDNAT2HarFEItQ89FzovRGDjD7Efh5TJIG96bfV0iM1EMFRqtF4NBKRAmTXrr/ug6fXUv0neBshOHTmZ+wyAV3LdkmoNi+C70/pPSpN4+BnPJ/KFhMWOZiqy/zu7IVfETU2OZU4uMcR3qJDIiCbsFWGRLZyYOkJz9GkTwZTN6/beGYMsvH+zBMsXAW0ilU2/IpV8OebLHcwtQ6vaq7Ezbj1wj6tsR7+U02Qydr/bJfqg9/vNXe0KyB4Epv7Iz2tBIJn9MMyHkUgTyVWDHdoDyiU3NS3utAAuzaKZ8wiCOjsavShLuEM2It4lzm68RoosZ81mPqwSNlsiT2JvwgSKW/EYIgECzfun4mlwaIuXMz8g+vtgKcdOmbrGQCcj1/9c4iIQc4avRYOGZ3wiP2GuYlkDMxGuX5fO45HA+PGI3d+VsBt5tMnDGabwE/TkEbmEwYd9fMpazhQDAe5jD68asuG4b50pgMWwUjrgqSKd3kZfJZy/euamAprg+NiLJPBSPy+LkuP+ABkyJNNvi7EQ3bsqt7mvhh0bRlddJD/CMtn4EfUvxQw5Qxb+dQXhfKd5mRz1tog7mbWeXN1BNnCS7mPlWPQzdiYCRvVDGj4GKp9bJoIp5b6E2wLQhDzPm8PkxMIGNM+9yzxx8GmEK123MdwxMh8XnePyoWWZiehozcDuCnyvz9MYZBdnG7x8U8lcOpF/FdF7WSYoR3k2/8iGLH/G1Z+tDgAJ+mLYuho64GY1aQ+T4hGv+4KbXZodkDRZ7eqwsFiWHs7PnXpfCzazHvq/qmwBPh4Ao4k9CD4b2p4UeYPBpmpiOXv7vRBP3/hI7f3DcBv66niyUtARaZG1RpGnWDaeFmVdbAE2PnltQ6PxSLRLl2zg1mx4PSdndKcVgYrlkGyD8fDkTWafHSvpAf6138vuJ3NgLpMGV/rBAK6va4fPq5IgAZRpdKlfh9YvtM+st8xHHnOG9xJYm8BtDf49pp1NVzzhKWhI9HIw4TvquVcP3zEyapssmXCVHtnnklqDGKuvFxeRhyAx7fuX7HXroKXme7feKietWoLHKNjnbBkKb7C4UACm2vER8/jYtF6m9a7l7dywbj+XuMrUeq6fFf4wuaBRUxRB66FO5RB6+52Yda3JmBPZj8n3hCM3gQG/Qkd7YKrbvpYXHwxlNa11E7V4ZF1x2UtO9F2cGLlk2jrTIMFibdyvnM4dEr73aunAh2AEz2X857Kt08JUoPPOGJR+eMSMYnRKvA+LlG8VIeA8oui6cMViujszzmv+hHBanjRptbBGW4sMz165ROMlOj5wh4MVcNUwfMqfdoaILMqf3P0DkHHTbCfPQ8WwfR73g9k3jhwddFj430djDAV11xKVvrBwE01wsE4AT7Gn1jnw1H74hPnnFA2lTNDmftbFBrhyPWhjKx1DLpyaGQyOoQMz058MhHEkoCzS3i/TS0B/fTNSHuYSwGCl8qreZliOKNVlOa0jUcnVlorpXqb4fH1dfHktApAMb98ZtajkAbhy+nQIz1g6+df8bc4Ax4YYh+ccCWgxaHxDNd7fZDbpLJyn+odV2iWbJXGCOi0cINFz2gP5P5HxD7vLQbOYJoFcjkBfUsd4QnnLAd9e+4+dREcXDq9ujtah0UjTtP5XmVOICNJPxLLkAn7Tc5aSchGIdtKTenyI6WgvLnA9Fe2CS7GXx/CUe/DkSt/V4oW08FkJny/pTk1r3b7RGfZQ9C50L97es2toE92f4w5Ww6k+bA6FXMcSiulDbp/iAwZQVtSH+qKIeXMrRZHKkd5Zn+K2fqFh/VTGYHpYdTzCrRu3ieGox7mmKT/PW9jnPjkVOKzangyhF36NxiDRCo3d/yUymGS/ISgKIOHW0rhOTV/gpHg626JiUPt0Lv9XR4K6mAii2V31ygG9Y6y+ChpVgL2Ce+cCrUeijlbEgWPYVFC3eaUzVEKNN8TvzVytxHir3sOdk/hkUP6lpeQXissqDOwJq1FA2lW6uxpbhzCmhvvTbSQYHYwn355AUHQ3U89o9sRqMXgjEjS/Wwo+lLGyP6uAt5rRTeXp2PQ+lK9uNi9ZpBvEJMy86mEtes2v89JR6Hpaz8w2kZkmKc9H5IJCAw9W5/zDhLQJvnoUc2HrbC+b5BTnT4c7u+bkttOjkbx9IM/qgtJcOJXrTtPAAkaH3iTD76MRJGZUsp/t0shcnV+M+EkCcxqw/o3RLFo7pMSk4N2MWg33BZ7l5MEMoeOxx+4FowkIwqZ9ycMgNJXxChvgsDGTt+GaTEa9fQQAnROl8M1j8XHhWeb4JxaXX/DYQxyHgpZsdDvBrMnB4+J7ZAgwDdaXe4fHhUuWRRniBYDuaj2DM42ArzPG06a92HQ11FxQeakILiWu+Rn8x8Ckcpa1SKTSGTKqXZVeP9H8G1IVK9zzIX8LLybqGg0Wr04tPtBvx/QVymDd3658EpS8EPnq1jEuKNFeslMgUK3xnf/2iJA0y5ckRdPQNNXChmzC/yB8QT7lZ2eKii4aRdsExWJytnz3RcVP8KD6M+mx3RjATfnEeCYG4VcjW+rMmhUwttfyxc6xWOg7K2u675JDKLvkCvHRfaDFaPuntefBvBtJkUPH6T6eHKThnB+D1gnXRwwFkAQv1p0IXoIjybeu7P4ZUTCT9EcjP1yKQTiK8MY30QgD0xLmMbzCgidk5HRaq6CKbbi2wfzMYhG+cqoYGs/nD4gfPLhVBOsnXGrHEii8vz8t4FpkwL4VKkdbnQpBpwj6+6K4YJRPJQvXR4oAZ4anq/ix5vAccflYPo/DGrZtesxkxsAZ5VXxy9xVkI0Y7uG4g4O1ZWfmxB6VAJSMvsY/tXXg9vLUu0RDLX+ZfYNltvkg0pV+r3Kg3Uwo9CG7G9iURVz6mfai/2gPdigbowQSJkbtfanxyLBhA2XgeBGsMa8/n3Dh0TlzPs3OgPC0bVXfx4n2jnCIRWBVXrTBniFs5X01YtCPcu3Pxmxk6FBWtmlToTqZaK0MsPHCIiSN3+WLf0tnA9rOyl8thjOKxlerauMRMY7zcOpNcVgYMnUwsuNoMFl1PA5Kxal6KhY2L5GoHZo+TylqAaeEZaq3tJFoPHmbSXnHjKox16RlS5C4H7k3XHmTgJytO8/Uf+zH7Jcwy7f0GuCZwlHhoLiY1Dh5OdP5Ne1kFMSPkvYywLcKNvoqeowlOf5QKOqnAxRlK6MywxJwD2od/I3NffIJpTThl6lcPFM6X94VTwkW0Xbuuhi0Sx3xaw8lEKve5jFccMEUNN199c5gEUKr87M3QmjQN9JyvGGQ9R1PPBlNMQdjzpuCdwjP0LwSEi0fTgJQZRU3Ddjnwik9JoiIPKjBAgGHLVBE6Xw4EGVqM8RLAqeDbbo8OmAUNMRvoyJMJC0pvE4QopBEnRinv2HKPDb4V08LgFBzo87/r8/41Gk/fhyp30jLC35L8coZkNI6QJD1YEI5ONauHdvtxuCxS8k/HRIgWfqmPbTjwgo5/AL/vHYMqBfaxhOo97PsXuxal89sei25XMzp9R6iCvT+PP2eB5ouJ2oFR8JQyEhj/wnlYtBXYbto9xwEjwftX/pOY9BLuB1Uau2H+wm+laKuEggdL8xVa8hBh3gYK/+8K0MunSKBzR2SuC/qwPPLq0Fo6CT4tX6Hb0wcG6k8JsuCc4fFhE0YCAgyXhD2jqFVlAkq1l7ttSAzimNQqv30eiILPHyXWIHcPapXvrtlwcHdosc2Nap/njjyvDkZh4ITAjGtR6MheMpxEE9S2qOJTO4icuWguqxJ+ZZvyOhO9pGLYcLi3yz8z5fayiCe9qq17DstXCt7SQRDIJR0V+jZGc9IrRjBySkTevAkXGRQdM6GOl1iP5+ZNENou6sxcwfqd6pL3aIfRePRkxlom+jCvjh+6vGXDMTfKKEbt0QD0HbEv1Z7+Q+gmd319yvzEpwdbp957FCNDLKkgxxOPsRmn+7y8rpEsHM25dt8VMUYjxwqbMW0oGYbLm7Lh0JgWJyBAnhUBQ7GaRX19oDfbI3f6AkAvxmfPAncg2PNvZzPht9nwut4iGViTMVYK9H/oYCsCjOgdjs+LgYnlaVnhL73gSHoGedVT0YXfeO0Bwfo8BFj939d5lJEP2e2cZdHo9MIhfav1Q2QbjtAMVrrhhuHqw9wXY2CpF1Drz/ntMH9V4/WQPlHWGghbckVI6AxrtaEuV4+uD1swMjtJ+bwEhv8vCFbwT07w824s7fbqBb6xOQVaoChm+32oey8agtUyjYkppHa1yegiGYJLCSyy7hE41Ed1aSl2RtyfB8epHHnC8Ihkw8G+bIBMTzIPGOnGQPsHN1aV+ey4ArN+Rl5orwiN9CW0y7tgxITdNHvGcCQF1vve+FPgaJHHId1Z0ph95Ft/iGgGwgiv3xfWeIQULyC3/qzvSC2aCP7GOzOAgKb2KNrCegZueLksPDzfDaYCHpEX0TtOloq9b+i0IKjdKfxBSbYS3Wr2+QMRCCVmdr1A9HoVdh2tYO51qBttfzeF43gjKWT4cbGHCI4nsVYcdJQOKy9M+axgH7E+e/qvSR6M1fz6DKC2TgHw/Zm31fBQuKHeeHmQkoWaTQfmquDxYGp04c1UkGoc9Waz9XCIhNNMT5Z2U+0L3w2md1qQHYKiKOmihiUTqfofs53jIInGBbIR6phKlWpaHLFcHoXs5zyfSOMvBvRkTMhSbYqv0RxxKBRc4DkVJqtQOgeQK3r+lpMQia8c5f3YpGiSstYipfemDlqd4zb8d8YDOQT0skEtCB65QRrfgi2AlfIl8aTQbMA9eld9S8WvhsYrRBaQczbntHbasq8GU48e2zVgx6Ln02y2mvhppv+lX8k6nQL3xH+J1GGOoVaBnXHOoGhXXn8CBJJ7jOhuquxeJR2NF9E9eeNwOvjrT9TjwRLkxnWxSoRSERIW8uLSiEihMP717+lQjWKc1x9NT+KrvxBbew7gSfl97j7uvgoHCBPmZdOwrV8tLOv2xshvMaUUNVL6KBK+CSzKpTFBKjm40tMeyGiz/v2hw5nQNtLaoJ5y3wSOm9OtP/vv/yofPqG/OiXDh7/Wmzf14MmvpxuIGJKQeknH1y5BbrgFftNSbkCQZ98Akou/27BeQk4rMEVBqhzvCdb8JcNCp1OLpYjO0Ff5sAWrpxf3huzkPcz01AWZOXHr4xSAUntXsxkz/x4L/fbmNdPBQ1iv5grI4rgy1xj8tnh5og+vHU2pAqFmlxEfPnU8jAdHE5m4uzEFqltZWrt/BIrLHu93ZTO0hkN1cjZzy8O+dwpfRGDBqx15GxvN4H/gZp538yVAHWhGd7fI6AClkYFEcku8A2XvHak8QmcN5fmrGEYtEVkly/15l62P5Q+uINHwLNhGLu+KgwlHVnLGGAmwKUpLlbf+rL4dt2TQ4DlUO2bjqKtAY0QI+F2jXm9/7w+qEMiaUjHDGfPGF5/0cVpBxOSFh62gg66gkPuLup8+vuYZg2IYNfMYVt70IIMDyu2uI5RECyksyXv6aXgiOv+MeAX0XAYDm2tXMZi3IelB8O9CDBvmPs57l66iHJ+sJCoFYkqhT7QTnNWwif2TkGje80gmflqtLqBSyyzjRkkBYug0HJY2ky3cWwT1FExCQpGNmyKUQE3aeAdotq4cx6A4gLRrYFReHRvIGkkZt8AdjPP71eFF8D72JIOw/OUufUWIR7t0gV7NKJH2LnqIFbIr0U/sYQ5GL2toT3Ww5MarGKENiq4b3rF5UqqqeE70h+HeCqgLApA3br2VJIufGkrsAXgyhetRN5p7vg7Bl+j47RarCqUZt1vIdHi9yvtvbxUmDj5Z+VqhoS5A1rJp1IIqCFrJ5T0pg+OHKixOFOcQ5gwyMEykYJqOv6ygOt2V6Q8vLRicE5gmXsdJAkK9WbgiRVvHI7QUbvtrABtd4OecqJzx/Ho0mB4qXq0GxI4zApiFH3A+0o1fTvmRh0+16menQBHs5/F3oYlN0I2y+WjMpx4cjO+HG3CrW+R3i9yE+ONEHjFzNWoRBq/3rNPS1vr4EPlUNcf6nz1oNP+G4MbShya3u8KjZTBMUSnxIL+GvB3pF5j4YGiy5ft18ijiAIP3YK5GQLQYOtQcxROwLRJjof0f3aBSp6RgVir5OhPjpiVmAWj2adFtd088sgVu/jhLByMjga28TQe2OR+Gtleh0VEvgQCy1ZFBGc2GcfkXskEqmlfS+/oVYMzp/4SryOF0B7a8VMYx0GDZWn+H3op/q5l/dsPw+CpnkNaR5VKg98OktQYOgGvi8J2U1PyiFbR4lTTgGPgl4EdF437YCp4lkb75FEePDop+gLrViksSKwT+4lGb65cP01ZG+EHpn0N7rjBETCH+Oh7PVBYM7Vu2sncmHZ2sbgOifVl/OaHpgk94NrQn5HqCkR4jZ7L3T+jUFmR7r8SvL7ION3mMGfpEKYlH/n7M5HQFW3lr9Os1GgkrH3XKRqJUzGWnExlRKQwiEFRjsXMgj8seO/dr0STGtmY/kaCMh60DM5U44MP4nVNLZ1FSB+ny/Tj8q3i8+uGIeMlUK8dPWd/70fesHxpexPHWo+0NXufF5MBrHN5awucyL4Lbix3MSEIZFJFuzoo15QjmBC53oREHXlRL8yEZD3hLazoRMZlg4Kzom01cF3n4AWfSovSRxWNXH+1w/+S009QnQlcLjCqRlJx6Am+XcLbX/L4cCj2j9sVH7zfVbm8vA+BpWvxZiJivfAP5frmpzZ2aDGvYFJpM7Z+E/BTEo3B8AvcPXVo4UG4NT9+CCejEMyzBi5ZN5ioNke1tZnbwJbNikOZsNgpHgiKUQ6rxtUeHw0Op74gI7yi3O2xwnoY2Lv8l3lTvB8qlvFqhgKO/NjB8vOxKLYmYL8WFIvJIdG7EuPywRJltG4d/QE9Jhl9FZ1TSGkKPR8Uf1bBSumvqbex7HobFGdYMqbHjB/SH/6AhnBky0v+xTqdeo6cgS/W++Bxb6XHVGnneDe0VAsxzwe1dnnfA1+3gIvxd+gg28qAR+31N+8GoV4XVb1+lkoVJ4/e3OjtR6+T0prnMwnoOyrRtb7n9YAw3h177mISBCVxp350hmCXtVHafStdcHbt8GDB2gaQIhzi/uoHB4Nd1yInD7cC6/G1B1P2ZDAzS+1x3UFj44F0aZq9paBoniCWsa3cMDPRr4NpwSjDa/bAV/JMeDHWOT06G4KSFZ58947HoGkblt5kg5XQJUGzOtHFoPwnXNX6KawKKLacuMyby+c7Hl5UNunCUxC6BKVqcevEWlyKE/vhc8//4Wv5pTBWM+5wd4ZAuoo9H/nHtQLHCm0L1+GVkBKlabrgT08Ypc2UZHO64AaDGX5P2o+pJbFnVp0i0UZnh2qpTf6YIdwJH7zIgJHhVc6amwEdES62G7/91KIG++YZx+thWHJEL7dk1i08stgym+gFQIyhYzv2MVBGCZfim07GhkGsiKhV2Ugoo3Sj4+kQoFTQmLjMyz6/baNv5BvAE67kfECMgWw5h75jrKEQ1txfyKDKX3w1vvkHiOpBuYUDk38FKB6BzBk2pWT4I/Pv9P62Gr4othqnPM2EvFd+HxUZ7YCkrXUFa0mcRCjoMGlfjMEPek7qiTS2QsBttN0zgnVoP2UWSnnAAF55pv9UCRngvj0083KcyT4Yl7zTJTK+WkzPfxXhNvhrBRF/X/PuX3/WcDmMo1DM/bdeab2fSBnL3fNSyYNZHn3nU2iXs+IJxmsKd3w8PHrRgFqPqy+SnywfpqAwmZip+W9yFC3aPh+2JsIPmetGNWpeW6/KHSNTqgXFl8fLviYVg/9+qod7QPUuuJmHFqRagZXq1DdZ8VlwOhqI6rkHIVSHuRY3wsuBLOipX/h9yqhaXI+fFgEizJCLM3jucmw8a94y1QiFiZP/2X7/pmAZg1WVA9iiWBSmh8f1k/N6SKLpmX9YMTH87mLbogIo2zf1n+MIRjdL8PwegqDCt040Dcq70X0pj5d1M2G5hskJNpIQGVqro2Mzx1h2FVWbPhUNfDr2rLQ6EchV4KsheYmGXanHqXextYDiU6S5LBA9RoJsujItV7wu4Dd4l0KBy7P9eQpOgIK/5o6pXOTAiuhnaXG+AJI31JKGUjEI/cjXIsD1zrAZr14dRCbBcPufnFRSrEoqZP5h2NnORz/0a+wQ0OEGP4M77jPWJSsOLovbZeahwmue9NiCE6L39RoxQWjjtPrpUrvBuDe0xvXEtz9IaOexCPxGIdW7e4us7kSYe/St73zzxvgXc+bu4u3g9FFfOX4jEw3nO7MPH7mWQWsewblBq3iUe2FxawJ6pz6bDMuZcdNgsbLPNYpU8FIPxB3Pb82C8QUNO9XTzQB8+yA1c4eBhW89efT+FEIMb38LJ3sxRB26HDz0A4GlY2nv799mQIPHYhp90yzYWSN665uPR5Jd4txWtQSocf/tS2JMRcyWiZEoicwiHmH8+KUQTyw+Bmcax1xBs6aU4/z3ocj4yGWG60uffDi0rjn3kAGRJApM1rUnPThjDJpzcmGcO7tS2JyDnC1z//nyecYlPlCuMVjjQS0ti8+XibWwv27Yw+aKiKRAGu2xvXxYsAFPJ3SJ5bAJYPFX3urGLSYx54v2UmBAdyM0d2beKjTq5bSU8Ujj4te5hm/HOFY814wcZcE8kZz8Zo3otB+0ULPio1OEEqKVPW5UgtByYI2dQmxyBx/80VhXw7k9jqpXbdB0KpzmUwrgUEOtaw1DQu9MJuveIbR3AnkGja8s34RUIzaej2HCAX23lkGr614gXFXxR+deAICKS3NXME+uH3sC8bFjwha70STLXkIKLKB5qxsCAVYfA6OmUc3ABfeJrD0LAG93Wl231eQBqmvLiivylWC6H4vqLkaioRzDlpU2VdAydpVTUHvCrgem15hm49BLPIpLr06bRDg8u6H3xWqh11yqpOnzqmjjpy2G+Zt0KD7WnpxrQFO1AuZBU7gEPum1UjkUDFEhX9ZXxEsh/TLI9pRHRhkQSGyh4QkgKzj3S/ez8pArZwURMMVjjaecWmncxFB96CrntLPJqBhiZz9YxWMmB4GuA1bNsLR844f+qMrwLVZIr7jSAQSfPHm+dP7bbBpiOJ3VuvgzFu5/HM6OHRu+RY52qsH9g9VWzCaVAKTmwqzTRceOStMPxFfLACXQ9OFE7gy+BG2nWfpEoz8wz4Rb3CUQPhE48RXk2xgYrqzVLeJQY25ZvN8ZuWwO0a0T+0uB3ta28ZoPyzaPGot3cZJgC2+I4L54k2QruTqdXEwHDHEC9FXFrWD44namfSYLBg37WZslotBR8kfjryac4TubtdfHftJ4LjL0/flehQinvmRUlyMYNlnYdpFJR0O/SyNsGmLQEXjqa7dCq1gJuv+nSagHh7b7QsnseOQqYWDz2ZhD4w3Pqv9jzcP/E3POqu149Gtt19tBUeaYCdZafHEqhP05xdeonRHovhG/ZjJCy2gbplLE0D9vXr8VYu0ejRSbaOoHs7rhacKh20kU1Jhdc7m58QRAvLTPpptv1ENI1pV4qUrJHDS0JfRLgxFEZPGkZ9Z+yA8I8zepSkf+qUn5fX5CehVFMfLs8OBgOPPFeIUzQYz4m0excORqDOWmfkUTRXcScjZ2WGsAyfNkSN0LSEo6acafjq7Ar5evnkrT7QBahJLOzpOhaDob0tSYZeyIZmkby+WUgH5I598csVDEKrnTi3e1wdRWocOiyXVwvRzrNL7TwSkSnPxTV1bM5hYL15oV02BsUfvX0g6RKGI+wO/N5p7gO6V1kJOWDkYqBVZuI1T/bQ0QhblV4N1tSXn8cUE8C4pCn/sEYrSdwO0CFot8Krm+qlrvxrhj1S7vkJzFCJbTkU3M5YC04xEovGzXHBodAi+9jgYDZ5RZDJ52we2ldebCnRI8OrdhYcXBAnI67YRZaqsD/iYDFo57r8F9n3TjL4bBFROLnpvodQONwaW9S4m1IDyrqae4gIO/Z2yERjXI4PqgdpTlW/ygSh72+7fMAHhnmj0c3SVwPrGlR/quqUQ4RszwmhE9fTDFjRyrv2wknxsOyC6CPL+JJTmfohFZoa2fw/dzwQlp5nNSFsE939JgpYQFl21bZz/LUmBY6XSZwfvB4HrzIcitTo80vHvajJNbwJjMp+WVEXm/+ftg8hI1DJ/OMzXgwyCkYynMReywY+8SY6k8mHPZJSEI0sPdGcTcBfNEBQT1hgZo/Eo5dSut7ZiE4T+nmqzvFwGUtWiHw6PRSIuESm7s8xpoJh5TN6fpRGipmg3p7xD0P3U76qjX0mwpLA/dd/+QlDEG/1gZI1EsYUbLx5t90CjhzzDVG8VJF09p7VO5fzRiMe61VSPfiN18ABHaBMcPShZXZJOQEP5RUyBe4Xg8nU9j36YBILKpA9B1HWB8vZlp0giiDtU576XrAO7yVsvhNixiPlcc9yLF5VwNjDMLdwnB8asFl8YJYWgx8cOdDFu9IDbMbMSy+EaGKSTWRibwaM7Y5G8h3bJ8Gj13GbEaB6MLekcmJvEI4H/onq9yZ0weCktOCU4A5amUjGc5/Bo/Z+z7LNfxTDBGZqt6VkLkwSmgEwWLDKuevBT8GAH/NN9EVH2Oh2K+mV8pThj0duRe+bjRiWgGDSz02BWAfei7VV43YPRyNJvD66uToipFzevIhKB91izYMElPBo7V0xQH+uBUrsxhofPqv//OwUCH/FoIP7LnqLkR9j8UinY8I3qf/x9o5IzUShH4Dbd0FcyfF2xZf/tVAZfO406u79T9zfbfZ6lTYF0Ro+77oL1QHy/b5OeWg+3B/mz16ZLgVLBe3m+h+rXrHYfWa5Q/VTY2Tl6hQiSfveUqziq4MeF8BkGxWAk8sBST8O7C/wxL657J5EA3FJzCkdi0Tw3A8UMuqCgMoB4gbpdxp/NtcITj84cn9B2meyD+kqPc1YHyiHF87sFkep3ZkNuXIt1fdDRLRjRpVoPBk9Lutip23Hvfr4V4ymGX7/l7Vgv5wPZ+Ld206VgVFiZWvaehwyvKnbVr15pAo1K0l7wIgEFXTDPboEi2Dc3+61vvAmODLI5HWDAIqekRnHn8T6IzcoOWHmVDAkX+dXXqLytPB4lIyxAgSwTyj+OmDSoKMAPd03hUagQN7E6bQBm+X7fjmWvhD7ziuFBFI1ud5HlSj5VgS7b0buFDSWgMG37Z884FB1gqv/l+rIXKIsXf/LvVIKYyUtuFyo3KiqP7HmJl4GzFJvD014SHE0OV1/NCUa0OUdZDot0Qh+NnXyOJgl+vpAn9ByLRdwtG17f71I9SOzwo9cLTaBcb3x9M4Zan28l9Lp32yGRsnfs6sM0WLAKj9R4HIO45SaCiS9z4axYxX9elSRIFvJm3GbBIGu+Mf2P+XnwtY7VaOU9CdQKLj8Q18WijX89HZZuXbDkx8XiP1QJp78FOzB749HVyKl310NqoYwWn3NmrRpohPAHrrwORSnuzstY0wq4q68RuXQjCtZI0xlPzDAoMT7snstWGXT+yDsue6UKvHZLPYyp5z0t97w48GcVyJEraC98o65LWInpbBMWvf6sZnjy1QBcpuuU8ZwigqqbCf8zwCHPYR1LRuk+SNQ3KL8z1wSWXzmXYkQIqD9a+6IhZz9oKVrSlPLkgLJl+FhNSyzaSeZe33zVCx/vb7h4n6f20e7Ii/lxAvpsxEM83tkDR68qWaaXOMDR/YGfRPMIyJLx/HjPoV4IHXtm//BzMSwf74TtWTz612b02uVDBRy7iQvXuNcESS1AP8MXgjTmMvEX+puAV+bRCEtbDIzeW1LN041CH7ZvHj+TRT1+97WB/B8k2Nk/6+7diEd0LeeVXFrzofsTSXpbpwJENR7Mv7yJRaU3PI5/6yTBPf1VIiN3Iwj8OShw2TMSVVYUHjqXXQ4/3jltJbFXQW9ohNpQGRbhI6ViJLT7oPEEWQb/LBjalfkCZKjz9N1qD97tSy+o3WBft16MglPPXN+K0xLQTR6R7DeMmeBWwbHWRUkH+ru1ke9uYdHNBzlWlI8kKOstubYnnwNndk4Jr3yIRF635k302AZAa9o+8shEFlB7kH2UPgZhHgdWC13pA/dlxh4j2WAQ4ZS4qbpGQOfn9yJ3JBD83Z/8SpmhESovur+81ByOXMKjn5EyKoDscePY7FQpZC+ZOdeJhqB4iyWfs5AGp+bUrYfiEKjc2+299DYE0UkMiow05sE9XKlXITYR0irObAt0BaMLj2eF1E8S4ZGR1Ndn/8rA45PHQc01DNKRVFqio/odf4/pz28B9rDFtHhs/zo152+79QuH5cIb0Wtwir8UDqVbq/yqx6IFWz0hM+pcyxV+LVAkXwsrp0KfLw9R+1ejIcY1uBjUq3nd0nlrQI9e8OfISep5GbNm/jlRwLTW8a9qYhr0X+J61R6CR+NJA/nVOb0gNjkxlaFaBodqVMcPbONRZc7iN6/2bpgWG2TRUCiDag/nfkZ3PHI02kl+PI5Apt66d+ZlGbDFnP+yOhiBCp9psDFS+oHm/n7upH/JwOvDeX9yMgY9DJrOY/3dDcID9+S2OLNhsNenWf8+AZlK937UbikGaf5tzasTtdBTZsWWzRuMAnOn7pDHOuH2TOLm7fw0uLZ5S7MsNBZNPjMtkeLugx/CgavSB+uh/PzUbhUHgdrv+Zc+uDfBiU9VGRtVKbDPgEGTXjQK/cGdyMz1qoa6tMfPXtcXgy7GCq3sUuegI1dfDWsidAarcMnb18Co80AOv2I4St3M6BusbIG/Ehx/1mjKIc7eUrqaLxpJXvovLKbQEeh4beZ7AwLg/wBLFeiSeJwUmHc81W8bx4VkVUoRhWSUIjOjpAuhhCRUEskqRUaIkD2PdQ5n2Hvvvd3n2HulkKLoV1nJyIqe8/zrddzn+7q/1+f6vN+H0MZAN2GAQ+Ew+PxJWh98FfFQedyQB98DLPBhO0R0p6B978iZAtAXkNskx9TAY87XNIVqGPT8sm2LptYgWM50+YTKN0P9vsiri94k5KQXWjNzahBMKd/LWlgp0OUq4qw9RURGqUFH9QMKoDEv88yQSxI4oRrinCEG1ZxfTEz43QWWLVcXqqcIMBUXEGTnQ0ATJEauB4/7YLdyA/eSOwRi0ZNZ80ESiiqgYRza1w9/7Tcin55shDWFVd/A3yR0Ip0tJyO9B7auSiuyBNZB3YelFl8xEvolo6P9Y60f5Arj/A/8oYByeP8VKzoSmlFUiR/1okBY3c9nUlpV8IYuffeqNxZVqRoLqMkOwg2DDxp790oAF6rJLlNORCEbHV16QYNQ8cDlsbp7JegT+2t/nychusB7HzRie0BKtYpOW6ICQi/H8JSJk5DhZ/nX8g0ImgZnSsVWi6HwkNC/taFoxH5o/1nDrhzYJHzbZAyuhXbFXQnZt2GIZXyVbimTeo5Or69tUDpc77oW8egRETmY2y0eP4QFU33GimvTzWCYWLHmORmNwPZqDZfUMNRtSZ+cM66Aw5rHJHF1sQgzTZfP8qwXdn/fPvq5Jx7gV1XKvhASunX5rFJGegeQ6D+bvvzaBFn0+UECCnjEdf2349QhZ7i28DBj0rEOeEMFwoJMcegxR5ORjXUCTF4d6Ek0wQG/d29lo1UU0vBt1OccSwPphxRy/RIFHOKs6KySwlFpU+ZPrrZKiBH/NipLmwHjbthcc8EwZHxjrP5qcj80ZiR8/iNWC/ZyLxXwmyQ0O/Xvs9XrQUjWNsPxmjjCC5qPVgKmJFT/btNR2Kkc2h3ejAR71YMl19aaoEkouuTEu/UovBs0PorupjRHQ8VH0sDROCIqdTLkfbrXDA7vkqZWFQJB5R5TeStEI4XXuo+aq4vAmN1OW/5bGcSu/CinOYhBP7DBWXLJ7ZATHZR7USIK/JW9c4uex6IGK8k5TEwFPH8tUbG6UgtYjDXOuSQUlTMY3JjIqQBb3xH2Dbl6kFWpMntQEYpIjrnWov4DQHK8L9HiXAkiGle0s9aIyLyBGILl7IeoB8lZq2lJsNj8XCBjPwn9YDksF/21E7D/UdS8xrKgNJvUtp1BQB/DI3xP+5aDy+INlsrHCDQlF9Kq72BQ7uHHTYQTNWD8uV1TqqgOjhiPTRncxaCuMGmnkcpeODqU4S8SFgW31LgeG3QRkdiD4dWxhB6IPOpLd/8hDuSvzx7kvEBCp6sIFy4HtsGU8OiKbCgZvBTLyLjMGPROlm6yLYQMw2qB7lGTkZDS+l3nhQ0WpehVCezmtMJm7TUGUpY/LBHv7YuhiUFXZZYmaa0p4MawZYu/SgHXliP/nh/GoUONTm6/DJyBVW/i61Z0AiwaTjsHPcShTTGGtiuUXMDcw0QqHM+EWlUxDUaDMBQpIXvATr0Tts/ESCht50K5RE1G3i0CGp5OObhQmQfP5h+C/+ky4DkeNSG8GooerZztsvbNALy4gbZiShb4Weu70LCFo9nfQw+F1fuAx53vEjkvGp6dmnPtGiWhG3TLchaPvCE75X4n52EKvHbyyud3x6LDSn3/HJ7UQvQrM4cGt1oQSvjh11cQgTzGZzH1ht3QuvvD91BaAqSuFH8LxxORvcG6bvW7XnBsOPAIy9oMTiwCn5V6iUjC4qjvAH0J5A/zvA3GZUJSY4WRsWcomhl5RKzHVsJutKSHuEQzdGZ+I8q0Y5DBchfLXe9SsMCvsu8bKIPngY7ZLkKhyPbtWxe7hkEQYY9cOaiTDUsEe4tvl6jfSz40sy3UCoccr9QaS+eDkID6XSuEQ/vd/G9sFFSCl22360VCDrBLtF6snMEgf8v9x8JXMuFtJptMUlcBRHi1ahwvDUeM38TEp6yqwA9dI31gSoMLAoadXmLhqKR4nsImOgI/3rlmrNkiWMsc0/aYwCF1OY6/DX+6YJDvmEJtaQB4JD8VNsgiICy9iXJcSz+cH7nlj/etg+uGxUyff5FQLWGqLDQzABDL/jvKFo0gy5b23b4Wi5oP4yNkZDtAQS3M4KqUHxQ8mtP7tBiLvC7Df8vezSAvGrxzoKwAHL7l+cyIR6NDPT6K1SudEM4TWmrRXQcUTCYfbg6P2Bny91//0QTPBFvUvHNKIba47G78zSj0hN9QJSy8DCJeiHB4ZNfAtoR26kdhDJKd7850chyEstyhqv3WjZBEo/vfyUckdMEwiM1EowwY6JPiX2VEAGfU5Hw6CwYx039heJ/YBfxN463yOwlAZ849fsCIgJo5KTRf4vvAGJvT6R5VB7131X9XTFD7peSvWbduP9S4Lb7TMCDDYP6tD8d/kpBO5UevuLuDwFdZ+bLkSQlQyqMoCo4kpLw09+nRiRHw6TsYTSCUQ+18Yk2tTwxSN6C/aLZZAiyHrdfujcXBSTEx5YGlMJSzJOTGXF0J35UUx0/6kkHbM3mzdAKDirVsZWSDIiFYYO69FfX/EmkPrp04gkU7rF6N1Xk9kHvvj9GTSQLQXfRiogsjouOZX39GR1aA1VWrC1fCnYAQJH/8fVUokqF5pvv9Wi5EUGqi+vlKwZHuOIrTD0M9Gh29odLUPZ76+4NoVj5smf/7IvAdi8xKjReqWnqB8TDXUb+8Ojj0+XjXZjYJTU2EYGzu90Hy46BAoT5qLuNc37R+I6IO2vPYb2IdoKJucOBBiiNM2cd7h4/HooVo+d74A9WgqDAyOWCTDV6f6R6pdoWhpthPhz/qlkFlEHK6xOcPF4wbVLdsQtFFpX9iJrm9cJwh6Ibuk1Rwo3B76yeQkFnIkxdrVhUw+p0Pdy21Bt7FT8yGeWKQhr8uDdaPes53yDvSXgDb313mDr0NRaOfSwj2ORT4JTWreG0vAtZ/fRHPjMAia9fAp5HWrZD8R4T1FJEMFCPNQSPqe3lx6YvwCHV+lNQ9AuYt8qDx3UO1e/7U/l30Le+oTAOkcVnOp6EcrJ/UsfExRqA77iJnSB+q4Xe0vnIiOwUY/7hdsT6HQW6BMf3h34lQpmR4alGzEVgffJrjX4pC1r/lCjj7WmFqCs9S1lsGB069GhC4EIM+48osvWL6wMksYdiUeo5aTMNDB1oSYngyfW3tZRXsfWO+sU/FGawLbFc0lzHo2NuW62EG3TA2pP9+7UUyLIYX5rKWEBCNUPJbRpkCMN7r+iB7qwGaP56a5e0LRQFli/nuOv3wQV6p0pIpHUgnZqMTFknoS+8H49h+CpiHamk2HK+FhZ2Lr+YqscgnGBecskGB1bF7zL5360DQ8GUatQpRqTrjsLpSC2i99J/DKFPAZsQz8xURh8SE+MVrh1ogqPrbGUlrf9BhP/IgzBWH/kx19raFVIIy833l+foGyGU8fEcgD4MiZ78zzRn3Qf6S8JXv5GZ4HZn0w5WaL/wJbwUvyQFwFBBfutpMgIUz1QujR0joWrThTKxdDYQNHnCqTsyCzSbF8K2zEaittO6YX0MnsLYZdHzKKAWB7J/Yb2Q86r4x5MX1vgsmvsS7xl1zgjWMZ5edChFt2BBszb4UwiSdW7X6rXLgvad4X+N+KKqdbTz3iDUD9nb/1n0WaAS5sXs7CwERyNSqxP3JWj6EyKBNkT/N4PpsGEPJC0X/zv/yYGPqgJikXtbff4tBjvaCleIDPFo6Zzj6Tb4RRM4vv8lloQBYpqpsv4hCfBQFN4pTDdguPJawS68A4SfH3oTwRCC5Sftv2501cO/AxqGTgc3gfZ5ha9+NCOTSkbMm0hAJ/gqpbwp4qqFku1Ov9yAW3RjdKJ/ITwGFsgev6dsRTAaN+pa3RyKtz52OvPf6wTaG9wqrSR7wLbGP3hEgIbfuGtfw/Z3g2rTlryLsCGevWz79eRuPNoSfAQf171vfXNsPJvlCUpTKnp4pHnmWygaeDe6Gynl7W3P+NDD3tGqk9BCQTivxwET+AHjOEG4nJ5JhjpYcFbRNRLG7Gq4lUQPAV8S6ws/vD/QNclpt34mIyZaWZaolC4qExzTXE9NA2M3iybhlOBJ/L8+iEVsJ9a6NfEfEC4D47OjagWYMWuM1+Two3w7ae1nXtm84ww7Pouh95VhUsPnRrCKoH7ABZ0/3DFTBMwbbm49WqbmQ54lUrmkDkah38yfHSsGvdaXJuycG7dkZvP/8qxRc3o49JHI1QdW7AUa/nTC0Q0vWoOwrhob0LseS/c1wfJZjcpXav3Y7NRk4xwbQehrY9HQ6Cxg22utwzRFoponw47/WavhMVldgofrOVNgJpcsfw5HqSKbS+1cUEPtYzu2+VAr971aD1J5j0eXNtPBN7jK4ZDOnvbBAAcepcz57ohhUrsNOewY/CHfEQ+mFblFAglev21qUhPaLM7f9+VQF07doKu/GhMOfVW0bT2IYyh3I6NUzjoHuuCdHNoftwU+z+Xe9ajR648ibIaoyDDdfep1n39cCupq/aux7YpFtxvdMYVw1nKs6oO7wpRTY900Q/9Fj0LV97OM85q2Qc8yYZgPXBC9y+27eacShwIR3EeU27XDqIDE8s516H51CzNfvxCLOB7IvFHUaIbzX9tWVLQqshxuv/7gRia60MRN/Yrsh6cKAPvZlGhR+zXpWU0FEe7lPrD3V6sF/4pL5vsUAGFi6lLsbGYnKA37KCS4VgW0tbBZeJsP9iOurRZwYZG86qDjuVAvvb2LLrRyLoM7QuMfsVDj6tDcRY+OXAhePn1d8opsN17irPN6xRCKJN78Wo1J6YXTtropTYjWUqdxTxeeSkN0olkz/rB1uGVTHBbbXwZezvX77TWLR1BeOJwdmWuCRkALv0zNY0CbjL77lj0Huy6+ajieVwYshEXgZWAEi4/5RKVdCEe8BiRseLxAsMjK0Of0qgRFLvebtj1HozIXnc2fyW+CVXMyws2oTlNS1atRdxiFvs54zfOkYoO2LhefcJGB3OvGt8300osK0poZDLxiYtqQ7JNRDwB2jrmXq/Xxz4Xo2QOW0c3SmFpq76fBN6ORP3h4MUuy3Ysp+FQzVjvtaTSszYHbTtKo9EotoXgt8Re+6YPssxXJ9kQLNPwhihteJ6F2DhGb+9Rro7/e5dlq+CYR5D3Gn74Wj9Lpjb2ZkBoFJpW7pqDAZSu6nyeXWEtFdLRoO/aRCOMt9JIopG4Fp7PQx8yehSJsLe+PWkzpYZc/lUSI3wt/2zQIlz3DEP190hP/tINw9H6MzEloOn7s6R80DiCjlv/FQAdQOhcKNKdYMCOpvzq86R8YiPAZr+Ok2grrhO/7+rAlQWtqcF+odjVSV+lxS7XJAQqikplqUDC2lbCdqJcPRXccX68dHO8HKI9b4+nIlSL378zP7Ox6RcQ+2Cs9WgOrKllVcciOc6TO69OI+BrH4/sxR5hiEraHjH8ms+eAlz/CCppSEVI/bsItYdMG56Fmz2I1qWB75UnXuNwHpp8lHGfgPAk6gRGDicCWM3iy6GfyKiFpyP25e/tcNLxiXs1qcKyDXj+/mCNXLBj1H3AoP9oJY04fuDqoH7C2EZFFsSOil1vbjxDeOYPfeS7YyrhRwMRcnr1L7LrVrtaCLej9qSh2vMjcpwESwrPttREKB8bYSoWMIRg3C2JimKMDd/MpPk+r1M2NXrjLKVIAjJeSCorQzDL6K21TVxSB+z7DDXDNdcIeX9owBGxbmF7Paw/WJqKC8dn7x2hAociXGuVD3f5+tNX3vMSLSup5b0MDcBXWturzY0FIQahh+8XOQgBTmF39i02vAW1Xv3tTtWvgjOdgl8BCDXv1KkcQ+bYK1i/R/GirT4QKfPE/YQBSa7pJQ1TxdAW8q6V2ehJdDfyKnCOEpBhmtZxs6RA9A/C+ehPIgqu+ctW25S0dCbHGuuX4aXfBRpE41WtQf9G/xi21dIKA40k2Nw4JVgJZR/fEXZJjxLBT38A5DjBG+9l6b1RBsmmasvL8Uzg11O4Q2hSNB662if1IIhp47PNXfLgRbhZplgdYoZHCmQlTwLQUMnaOI/AZNoH1lnmnxFA5NdcXoGakOwjfjTEf8QiiE3LC6zxRB5eo8Vhw8KgL/I6eyr1G5JZvRhMDJh0FP0t/qigcNwOmIi3ZpVL54+eYGV+0U9fNXJCavTA2D4bFn7gnlTnB+J/b5J88YZPLhZkollR9sOJPrnN7HwpfT8VE/eCNQtudDE6mqWsi5e8RU9FE5sP6b1X76PQKl3j6kYCmB4FkSifWqZR5c5vrqtn8oCqnSZKzMibZAwMfE8ReqZMh7+NU2YgmLClwy/RiGqqAsA9sVdpUMt3scA4MvhCNfXRpWiRNNcJ77aOrdfxRQKnPVeRobhdKHP3BFfMyABUXRM0vTVF/sNfw+vxGOVu7nT4uM1cJsDcc+cmsjYMBYkW8kAp1qspAP1eoGL+WsI2VXC2HR9y1XnxcR4bTNGZnCs4F4hrbCzxOBwuujuipO4SjvMo3M69IBmBs61+/2sAQkBj8XjXaS0FmHdmd3t27wTNAPrRZrgM4HxqzZHwloft4Uc4BUB1/lbnZL3isF3uFR5fXGcOS9XNLPxd8N4lXjZ6cPUefQvrQFxRDQxYpjvouXR+BPm9n6VZt86Jl+IvgvE4eeS9njFmLqQauLl7a5swnMEpgIUw2RiAc3yyVQWQg1IfcukZfTgOWdda7N81AkHtNyl7WtG7aet/To3yZDL07S1GqKiPJ3J7ZjJyrBvEGRH9+XDNEO+Q6SnzAo8Nx5lsKJfogWT4o4h8cCSXOy6tE2Cb3X67Ev+68P2ndWfUpUamBoXwGtxkES8n27xHZ4Kw+UC/7sqxpEcIQQdkyGgEGPnXzGRxtroeZnWEVcfiZsrkgI5l8KRxHBVaYOfwug6mSPBm1iNsRceWYzlhuKSp+C3Pu6Orjwoc9+WqIKcm2zR1qlI1Hqb0Nc9tUROH1pgNX0dRO0G7ezuEXgkHGs/o79wVpg4TKzyZ5qBCOmIKGn+RiUS2fP5pJSA902Wy2bq75wJmX5purpCBQHYsKN1PfbenBGlkGmDkj8jwIIZQRULavxsoHq0XoToSRfXTKsfDFbfRqPR1pStcVzHGRQ9/49EuCRBjwbCt54ISxiStZc6YvrAv/y9zR8BRXgIdN35udNAuoQ+P1fyos80A3O1dlprwL6HfvD5xZDUX6/JeMTsUGwuXbGmk6oCmz6WcjZ8SQ0L9rz/PJKNRx+t7/+i3wCyCjqVC6wY9Dsq5eYce8uaKr/OukRFAcP0cclVR4ismK3CHesQKC1z7rrdUsBiMz2O8t9iUbv9Hn/Gh1DEO8dk531gAL7/RWWvGqjULMj/pnZ/DDcPugrwP+5CLJ6/1Rx5sSgmOjTJjpLMXA9+06FxzoFbty7ntP3Nhqpf9N9F+9aCsFZPA1l8qVwC2M4QC8dilgOt4fOSQ9C9kDZ0dfiCAIY/1h3Uj3xLtNptg/Xh+C/5d2n/lTvPwNePOGhBHRZKG3x4900yF0N/Wwhlg6B/I85B36HI1ehhs5vUnXguGbudbERQTJbboCufzgiHpK51N7eBUWnBIfKs8pg5XHBPM6aysMs27m/qTkKVFzgnipBoMjW0E+PJ6LcdWy8DwcO3iz/wu6mJUOOq636C5loJCgZ9zU1ewg0Pumt2Y5FwfMreNYlbQIyF7jws5HaCzsmvPViOwXA7dK/HwUTUGZDPysxMA/kCxlWToSlwqr2HQkXjjA08kqZ6zVygm+ciz0LR9JhjmNBi/Y5Dnn17T8daVoNenwngy8xVAKWMLmp5ULdwwv6EuN7ddB07Pe6qAiCW+kBOQNcEciKSaiUdyIGFh5MHUgzI0HqYJ3piz9RaODoESfp1QJQfizZaIFzAiuCrUcAlWO5/c5JhM70g+K9GxurtljI0XqvrUL1spGDFgqqFwfARrhdsHU9F7L/4CXOLJCQ0l5mEiklH8h9bb4LolTukl1N5vbHoA5bfmmmqCZoLsFoeXfWQRdn/Gr5hSikeaYusTeqBYw7bl2JYW+C56evD4gs41BN2j5DYtgQpEnEf5nbXwA3yjW+KoYREO6jwNnuzHbYOuiwj8xRBTIXPgY9lsEjLg+P7uX/OmGj/cahY7IN0NJakRu9hUf92rf3Zs7XQkz6lva5iFLg+jE1uG4RgapVvEaxTfWQLWL8nwWQIbEzPfDUj0j0eFqQi/BwAMIv/jeYH1kDHjU+ERXjJCR1xbDxbGkAsFoe0rypgyCzzzeu/joWTReetCzlK4eTjGlbpp2Z8Kb1Y6SqSSg6zmGRJuyQDhVRK7yfIhuhhK/bau9yOHLKXB6NZ6mAlmtrSnLXK2GFvshmzoi6l0rM7SUuxAJH8MnjOtplcEC17sI312hk2Rqh6ZNdBW9cf8hIz+SD4XkrTKsxdc9rn3+zTBgErkmNpf2noyAqmNHvpA21F1bHRL9frYOjdxHzlfhsuM9jcJb/bwSyjY6wMVpvh9beIxy3kzIhaJShVVwHj76QQNe4rQdS3+wvSPlVBphXHOeeXyehCP7ny6eXuyGLfYI1z70e5HDqcilsRCRNef+Lxw3B7Q0P3TaxGhgU6D6g9zsKFalJ7yT6twDFJ9FSXaUYKG/iRv3acejByM/krJNNIPOrV/r2QwpwcvJaPaDywIpJ4vTZxk7g6N64pR1XAa1GHsy60QQ0dojOcqa4DFQSyr4d16Hm1N5bkFccg2Sb7tc2tgzDWHWytQqVM6td14z//7vNbtHboQtWDfCpp9799rUqSPzKUKXNHYXkMxe7hE91gW6KzEqbQjzQTHMPFtITUJp7BGNsbj9ci/Y2+fibApf7f4bwM8ShvyJlYoXHsgBvHBRus9QIjWrla438GCSxe2RVgxPBiJmlPPEPBZb3ZHHvqM+voGUd/9OtD9LtOI274xMhxFXIjneJiLyr5W4VUXlGw/Zv7W52OgSd3X9WJpKEMCEPag20hiBGuip5p5UM+p8C25hfEtDOiXIWl9lGGHelqQlUpPLj5a+rxZ2R6F43/+fU8jxQL1pV2O1uhMLeMtG9egxiLjlR5zITArv6nT9lrhVC2bnbffW0WOTMIsIwrToCt3fpC4W306E543uvoCcOqROdHGzFQuGrlQDW/mskdC6Iuru+wCIn2beNHlLdIGLKur7dEw0FT43+xWUSkCX+7NzYi2p4/fvWgaY16hyuaibl+YWjlPtbORSpIhg9x3JE9FksqDgIHVRfD0PvK/0HdbEd8FqzNL3+YTgYcGNeGDHjkWiiwmM5vyY4YRA51mtEhjE9zocTk1GodQ1dm0yi5meG8cbTX1hw2W3d0umMRvhsJ4mB9lwIaWieyVZoAu92+6fu3GEo7QC/d2ZRNxieZM+s+FQM6bmq7G27BNRjvtAe/nAQLApNPoZ01oKiYVOquR4JZez0F3DU98OXTLafpynFMOjfYvLfKgllW11uu6vWC9JMleJDowi+KGT20QaSEJdf4uV6Zgr4FCSf9aNNgLKO7QbvMSziCD/bfn1/G3xLJscVH0AwXfhV9a1cDLq6tcHB+aUEtJ4f7rRTSIeWFKLkG7ZQlDdWVcqo1AW4tz4iw/cocPG7pM4JYQKK73S+H7vdDDUWs33q1B5z3Dr809U6GlUJnet7b1ADPpcWQw5t4UBEOMPRxxqD8HQc4eOeXcB2MwdL4KuH6FiKxJMjRPTzXBGlBN8IxkknWVeOUkBXQsS0wT0SvVJ0FxP61QU/x3RjVgpzQe6k1rUfgQTU7HlqzHmpG/gc+Yc6NihA1BG7m/eJiIr8bTI4TpPhGlvpxeK7DTCbu4upFMQiN19x6+FTHfA58GpcycdyGFHqVr8bhke0HgU3NA2TwPb6bXKRTAqwn/nh0y8Rhd6vyo0EfeoBrJ38ayupZugUd9xv4kH1F775iyUMHXAhxFZ/4Vk1bAnl0Nq8xKO00N4vpXodcE1EQ6r2RjVMX7yKbRyKRYXV0VylDN3QvNNra2dSAYYatlaVJkRkzNNTy6HXCTHTeh2K/WSwrBykaX2LR7HLgv8dxVBAY0PL9IERgsbS2r6aYCwSNI3qGEqNhRMfkxMCHHKgo0pHf30vCh0KnLBhLekCx+r3W9X+2TC+MV4sY05AB0s5VHEZhWDY2/HhQ3cxfHeyUToohkFfc+JjeIeHoHzDQqgIlw6Vxexdia14VJgi8dRvPg9Uzv3Z+6VQAOYSiR+VIjDopoaYnPW7YeBXzor2qGqGVbEnET/+i0Gim2e7lB+VQdRGnwidJAk+nQwPt5EIRSITwdGUV53QgmfP+JTnABSN3v2XnAmoSELXTspxCFal95nbXCDDnXMGC861BLRyMvjnRvEwdFl5NOd7lUPrp8MXi8/FIvP+C52Tph1QcIx94ldlDXi9F3odUIpH3hbNxrmDbSDmkxSdXNgMLLTOx7a6YxCKSUw0vEYGnJFKnk9IIng/h+8MalhUpaDP6hNZD7k69Uyzto2we8fhZUpHJCrWv7FPZbUTVC/SSty60AzW/7G38LUQkMwCq/xVuQZYps3U588tg7tHf/6UZI5ChR+05bx9a+EFp9InzU9ksD/hxpksH44c02hVOrm6ocynNkhVuQkWtn18zdIJyIcejx7a94LzyWiJXHEKPM7jWZLxJyGJsDNqZ7e74LGjVwmhsxn813dGy0IIaO6k68Zzpkbof0O7lHSOAMvvbOO8jSNRguiWZpxpDdTGnb9z8RsFnDWJ2oeORCDOq+6MRiGDMDrgOpJ2PBjMrjXEXlQmobflzLNwohPsLRutq/wCYMA7XtlamoD+u+4k7B3aD9/np15wG5XB6OnFnXs8JPQw3GhH+W8rcIZ8bkqLLAJFbMsh0UsxyD3zzJnSvBw4NlImz60XCSbxfgKxNmHIuLJm3/59RRDrynCZB18CgnJyFreiQxHve86Afd1VkN8srHhKiwKtDm/yHueEoROzvlr4a72gfi2VWftRLVwR/+tZVUxE2q1n/hyLyIHzsrFXQ94Ug0N9lPJkZhiiZ7den77UBAfxk2VuxythmL15o7IwCsXYtbmodA6CDn/6cYacIki8hTX/+o2ITui7pw4f7oKbv9mvydNkw7c2WWvdP3iktDJCyNVtBeZGud2b1jUwE/yeoepZDAp4l2zg79wNI9jbeyq0WXDM2eae3vD/51NqdqKvAfpnJTuUeIvglF5Lba54JLIVLsZbf2qG10vyJRy9GRBlPuxhcD8a+WnzJDscHAbp2uZ+SaMmuN8ieoe0EYsElNNrWPBl8FaaeMPhtj9MNzw9H7Udhoa8LPgs38VD2WiX3OpMKejgPEj4sCgUNrLv3efVHsAxt1f+HKsDQ6OXz+ZDiUhJ/yb/OisONHr0+Lq9mkBDz5XZ5Gg0Kq4QNhQx74GVrG4XIpXHWDm/CgeoEdGbf7TlE21NICBnkbeQj0DgvZpX/UIUWoP9io3PK2Dom8DZqoVCoBU8rNMZiEFHL/cdsc0iw3496WgO5hrIDL16WNkXi1K/P/dNlO2FgkGCL0WW6n0Vqeec44hIkFNF4wyVx/YFLGWX8mRAktX9DTN5EsrUwB1L+tMG7MaVv3DPc4Fl2pWnOjcW/WDW+U6f0Q1HSFe++zzOgfXZQw8EZwlIo+AY9yvxflhLqv0WoUYBdx6HzjSqz9rLd0zsfKiFOOxecmSBE6jL0BlxNkQgwzVcNTfVH4XeXq2S52yArbRTuskhVA4MsI7iFiuGTLdet33zNcBzpWuYWTwUSbmHiDWFdkGNY+r7u08bYPx4IHPZDQKiYZwoGMxsAqbP/nlc7RRqn2cgxoNR6AOX8fXoO12Qgy+86hhQCrEfvje+OUvN76CTS/bZAZjvzzbU9ymArP8a2G7QkZBnXXLWE7VacKF9cUl7pxrsKyiveYcxiC2F9M+OowJ6uFBJ0L9E8AkoU74THIrm2I91qK81AU54mLmhvgayC6sOmKxGISyq3mcU2QN6R9S4UpgbwKu87ZSyJRH5jAV8WCoaBgu1eo1qqQaQ2NE6J5sZg4hn7iU0sObBeddY+4XOOGgvkzYTbcIg3fMN+a5cXfCtsHXoeRoevrWkjdHv4NFFUInL828FLd+xARZpEvy7w/BOEBODEm6oroRsdcGpfzcMfnGmwIyDBJ+yGRFx3FQq2RbqATY2j9hP1PyqqDb+YJQlols+vfwfqc/JPJdmHC8eBEoBETPXTYlI/2hFASnKAcBRO/HEIgW2ktakJs1w6OOVGTXBMjJIL6aOcs2UwXH96rN63dGosi1hVz2uAwIHWVPcIhpAo0T8S8ABPJL1LIuO+JQDhxoioypTmsFRVlQ02iQMFXqY/0zR7oZLa5gdg1dlYH5zNcuxioCizH4IQiQZIMV8c56G6uNKqbfas6LRdLW+UJLFIDCxGOl61GVDYojAksITEmKbT7SI6u2GlI1YhUa5QPjV/FC5h4aIkvUYWphc62Hn0WMd5+l0UPI8ZH+OPQKlGzsqyxyuhasNO0JvqH7XfOjWAnMWBhV70xxTrEcwHnHo1pBQMgxIVzCtU/PYdvYzvxCuE17ahxbjk2qA79GrHi4q90od8bKgO1IBJ7hfqCrL5kC37dUr9aYYFMKgfLfbIhlwhuXbAtR7OJfhJlDEF4lcs7bYPhSWwmyvS2UEdZ4vLim6qzCHIiZaS/O9fKoPX/mrJSNFhuf2rMcZJcPR+imnRdkEBP6vhe/TPfMEYqkszQQ5Gj1ron/iE9sDWVvdCQH7amBZ+NYvaQUS+sG+XDl/ZQSyXYpbY6IqYfvu2pBfGg71PC0U+1CRC8Wn2LU/1/rBIbMfun4/MKje491/s9ID8IrPuprTl+pT52c8FLhIyKzaYoIsUQgSin9Pc09iQFmKIameyhVSfqkYNF4F5/zmvH92pML50quqNxLCkBPtwZ0Tiq1QeT5t34/HTRCfeT7C+m0MctI84nRiswdkynhDyAypcER999pmGBE9Oo1396A+J6tZsV6Faj0sdtlvJ1Gfs3UgMLUJkw2VFe0+LFQfvZDy7wBjUxhycEzmPLWVDw/ECq3MMxzB8K2KmkldKNJ/0Ux3c6EROLEPOOnik+DtD07T29QeeSTzMJO0hYB0gd3OvCwHzvG4t102ikasnTcaLt/sAIOhCn76E9ngvrPBlFqMR5Ffwv4+cWyE08ti9D4uZDA36D+3+jYK7XDdES6hni9B0BorzsoHxfz6p93ZUUgqfl2t/d0gta+7fxocLgPo6TYL4Cai9uR7B6zPpIHDJyOOrKlEIMkuPXq+FI7cGUxobHo7QPdfStILsXqoOj7R6PYPj2r8E0/iz/TB0KfB5xmlZOAQZKKfmyWhO76K/yHbPnDx/xpSLJwL/D7vHueOUHtfj71/XmkE+rzkfZveUuDCAse1B4E4lLJ2TP5BYAMEVTJdCqBrhE/O2t6efyKQkqBOHGG5GqzuS23fTI8GtVuTUgHL4eh4jXAwg04LXCf1Sj1jLIdJNsrZQA4csp5xa9sTqoVls/eqG+9z4YnQsHOeawRqbyv20kisgxNDeQKxYjlwWYnJ4BAmHK28UP3Ap90HfKIm42vN9bC7+eNx8SgJnTKNNW6m74a/tL+ETn4mUnmvgO6VCxGtihbkZcR0Q1xloJFeMAHyxC3GGiuIaCr9m/y8US+kpeU2Pg4sA9+qAjE9HJVbut/cvLRXA3LipWz3x3PgFYX3lzo1p639m0qYC+0QzsLdbPKhCTTJP0T/sMUi9TtTM9zyJRB7iJ0nQdIR4p/HP8g4jkErnJLnvYjNIPmXifteDQWezf3W89eJRvJCa3mv/9WB/F1J+R91gWD2hpOOfiMcSd72Obhq2gORCSlarNT8dX02urbGQUJ20+yTueqRsPmrVWQsvxF8Os83sfpFI/vbSUEG5mTwRzqE8uRi+Dpj0J9qikVWnGeEoxqoe2lOzvZZB4JHSmc31FcI6KtCiZ3r2QaQOaEm1EzvA2ptrjN22AhU/e56l01JFbDfNJVhD26GgUyXCC+9cLS/Ic/j2qN28NbSSDHULYfU+LTON8uxaHL952u7MArw7AakPtarB2zWOZleIRwi0Yvk3PhcDy+CeQPaXPCQNlHddpQmCn3G/ER3nLrBKdKC0V+YAofEZN+7lhORKstrTQ6hQaCT03bcfVgGT4tknfaSSEjlaTKr20wJKPPaaY66l0NI7T+BiJUwlPQ4wDudrhLY9qCS4b8SiLFPOxzYE4quPMvp5/1SAH9FUF34OgWOy15hmDHEIFmfr07HPlD79fTQn94DdbCZnkQmvAlFi0IfM/uOkOF98Vc53vNVcFFHhXn4UTQ6tv6YR2C3E5jcWPh2myvA4XPbKZplPGqk5Qopme+E2v28A9daI6G3am22kUxAP39wH5ViGYSkhvd963eyIK+JVeThKBGx8QXR7n4Zhmk/Vr+hMH9odiwMI0EMKk/lE8ug8mKSCIPI9H/1sNJ+gUXwMQbxnog6UThdCyGxp8bTqX3n5/BA+/ZqBHJ53VH89dkg9JyU4qucoIBvXbkiox8RLTxk3vcxahCK3XdL/7jmgXXSFTUnSRK6J/6Pkj/XDk28S6jsjztUtuYaHbDFI8pBYfbOG4XQ3dBsaYfPgWcqBWZOMhiUKNgXOSJRCvp0VsuXnGNgnI9XbeJmKCrvT+S7/ysFJFqSI3tHCsD6wHRkSU0kMlEwX7m62Q7GyalfdxVT4KpjzB3xh3g08a/6l/qfRghLtaxNm8uEn9wTTa5lUei6lMaOU2A1xLn9CPtXnAGvesNy2yvDkb6FXRYxrxU07cgySqxkiC/dz1ZDH4P8aT/sZyrshmuLAb8r/Ovg8sxXtaI6Iopgmd9vkj4Iyzw/RsbmyqH9ZTYNhxQJTUq3/vBkqAGTUYvX5+5nwvOj8j/X1DAoqNiTvkGuDdZj5S1zSQgq45lOij6KQcObGf9Ux8hgOH5JtdKRACF1N+dHyrBo+XrvfSuUBqw2GMODl5rh5aGXQTaLEcimM0D2HlsPBFCspltWskH6b+DBgVUiWuJfVDfz6wO5cWfb6S0KsI611jT+ICFM1NEmDu46EHwS0dufWg83azzMw42ouX68dYPXsxc+DZo5/k4Kgk/uovvIiIjOD5RbSB/IhfwnndrrEhRoxn3oyvcIQ58dNBqnX1fCvJqWIkNYHPSsi+V4fMegqcG9B+9wuWDz31HNc0LNsM9gOcFiDoPuKd155aU4Ar1KdWZxHZFQv89OXJSAQ8Vb+z1HC7LB0WQNI9WSCOLt5WxEaq9tJY2fOsXWBdu+B/9D+gjwI1u37NbwiGm+pVhVtxcSwvs93AKD4GnJ/OERTxIqOsPrtve2F7L4b3TbPiFDw+ks2yMdRGpvekrZDRXD45pnO0xcCMia9iULLBg0nWm/fl+LDIEzslKC1/LA6+HcvzUlLGJim+gl1/eA7BX6r8YWZKjPdaB/qEdCe3pbjr5NQ9DJz39F61YEcPSyjidg8UjeWnT6CVsV6DZ97bgSi4XLYd1tznThyOTLc2frmEEwaeoRT1YoAu/bGV9vGBGR+Uze36vrWZAz2OlMM+cPu4nnLwlGhCPZzy/NDx8YhIbXwm++36yH+on0OJcSEkrXEDjwbbIFLD7RGlsuNwNZAfEpauPQoj3dJT2HZnCNYHhl70gGl5O66reVo9HmSPX4nGQFTMk8vfqbuxlYjl+znfUKRTdyHPaFEXvACLuiqaVYBY9vq9r+eUREn3SHXxfa9cBg8OqJP/+SQGz+U/qMEAnVxFpt3NuqAEKwx8G6uRL4prHv+kYFtV80a3jL4nKheuJ89yrJEdx/PeWI68Igu/SvWDfxMlCZ6GDTIWYDFYDyXG+Foqx/8gJZLkNwrGPqZv2lRpBqSGd7UkhApTxc/gWW3fDol2Vw8stK0JGJZ8JTvU/XXWTJULEHmpMdadfPVYDjybzKOCkiMiNePCA3RwG10XaOCzkNsFvZOqNtj0NEZ1PDpUdtwPbEu/yhXAWwdrNjXl6LRRnPJOq+1/ZDRK5I/JdmP4jixcv38pHQdtKrIqGXnbCd9rmERCyDiMQOnE4wHp10vy6rbNMPuZdoFh4fpMDF7OC/9ssk9Cg3dDJWbhCuxd7R91u0B6OyAcZ8FhJiCt3mrvgbCXaZrid4rOqhJ4XYancGi3hFfjIos1bDh+bWMxeLG2D0X3jP0KNw9F5xfY2bvgqkOKQvRfXUgo/mrXi0ikGP+qRHbdzyoe147VnzvVJwYNA4vkL1U+KyzpbEWhn8VJAeVNZvBKMqJqa6jTBUzOaohzop0Cumayb7LBVeDZ8aTQim7oehBaWHpAbgWOo46O5QAHfdswitYlGoiiVnOdG7CqhjffXTXj3kdvroX4kIQ2un7rQNlzVD5M/ouqyuepj94Phx0D0KtagUbfrXd4EITwM2cLgSDrfdzp0yJqC+C570J5y7QPxOFiXnQBUYRZZ2if4joPrHTPq5KT2wma/s80y0GdiNGh+ny5AQC5tNVKdGE7i/bv86XlcGo/EFBaKNUWhe6LBJ575BCMw6LVaSGQWUD5e/jXwlopP83y08kxAINyquvMBXwRqjIGdWTzRKldC/tHxkCBzZ7/F835cK7oH3xNvvENH0mJs8vqUPvI4dff9vOgsOJd16Rr9OQjvm/SkzMZ1wh2YeE34nB8j3pAY+puPRfjrasRFsP7BsrxxKeNUI9evrH3RY4lDs6qttLQMEkt3tFtcmUuC1yO+oY5lUbjn6VOcb8wiYr2DJb95Q91z/3O3BpBi0sdcs5bLgCFVzfxyylBrgjOQ5+z/UObyS9kHK8H0xQGvIvW6dIngrFPBT/AAGYTwnmXAC7TBBir03XloIBd2XV4UmYpHxOevn3cojUE0r73NitBokK7guqAfgkBxnlwxdeSdovNOhM5GjgHYwEa/QgUdnQ9TEsz26gX05vmhAvQSO8EnnG1URUfDbkxnxRzrAvZ7TvNGvEK5tL6Qef4lHzo9z92R/tIGfSFpe96VMMFRTpN3XGYNYUoW+Omo1Q+X2RHH7MoKhCWQ6ey8KjSESa6FAIyTr3dnk+x0A720qyErPolD005jRjOFmyKh6JqaVigczc7U8ApVD6P5GxxYKdwBXE1Pw+3IEUwRm46dlscjVAPeh6UwXtNO5ZXYnxIDgqKuX5CQBPRVsmkv3aofIwYjLc5ezQev1Jr8lNx5hflRcfIAhAzOj8vUachrMgrvuaFo0Ov1xCii/W0HU2YfDxjIC1C7+sRoVikEZrC29V3kpcDf+gUluKhnSI68knp/DIoZTMUYeH4eBmY6RdPB1HTSp9UY3qceg9tiryz5fBsH/3aegyUs58GDU7bdbJxHFtW4P5bwpgyVfqyfDMYXwQaSHu48Tg6q10mu+hhYC74N79+z2N8K4G8fXuw8waJFdmBqTDmjlpF1T5XcA+jZ2mzezeCRuWeZx2YQCo8++jrGu4yDYuuO4PgsO2S55Xrzt2Qfskigwsp4I+l+KvnLtEtHGoW3D7KODsOl3Ed9OXwv7+XHPhT8RUQXRX1VUvgUkJ2hYQxjSwH8y5U5sNtVPE3nW1sY6IOzalaFUcgU8OpJalXeQgGx70m8PV1bDzeDOrAOTzfC9KXh9aiYcXarKtqA73gl8OG5/s2EKeLN3roUb4VETBSse5IjA4fdF6YAyMnRLSAj01EajOrxw+XvmericRFE4G1ALM7wd/3kmR6LLfWQ+1eedoOMtNdwlWQI8Y9PSy+YEdKGoZMqEsRGOv7wb/CykFAxH5MwUtCKp7KwWHyHTDExlnDvluHLIUSl5qn4iGsncJX1Jds6DpfIofoOdaihMHGb0f4dB3kXy552wFRBi0tRbv5gJ2vS7HYfCMCh72IJGgoYCT9PfF1y+4AvaP3yGSO+xaCfkuPnQCQqcbs8b/REeBuF3zgsMD2CRs8t//wYOt8GDVjkDLUsKCCX0XrRSiEHpYxKJFzdaATwrHfkHyHCMKPZJjMq3LpHtnO3RA7C1WFgkezIbvjTrrngjqld6GT57tB4GEhHpsk6YWuDCxctwzkSjsu6/ZxO5qqDpdyAzg0A9FPfcvG91PBw93F3lZHcsAv3Mo2siKnmwd++WwxebUES2d2N+LNwH5s7TtBaQCp8IzhsfZomIh5iDrfiQAnXuhxWXf1NAcpPNbCYrApVvTK57clYAl9fhLMtX1bB+Q0679BEG6WseNzQcb4JZH8oqc38BWBEmTiBdqr+zCn3cKesE4QPy6y6GVD9NeH7MOZmABByOvt9H7IafsV+5k6QosF9d8ILqLAH9mlpQPn4wDigO/9k/+VEF0vFFrZzjUWhvKjJ8ta8SihlDxhZfVEKi2zv09HwYetVR9I6juAmCZcsrJ8WL4VXNMVMKZxSa/GyzEDnaBl6lCcvj/8gw7Pl8kbISg466TR+2v0yGyov5Hx/7BgPrnzLxqzxY5N05Oyki3A6uV3JMSser4OCtuVTL7lh0NsXqqAp7GfRXsr3UDSeDitPVd2IyoSiqNjLH0qoaSmPGlrZ0KkD45y2/s91hyJJzSa3CrB6Y2Z+L8d/OgxeKSdWFXyOp95Bbsb3dDdaPVdy/65Bh/JA3YZyBiPhb04+mHuuDwabKnWnGEvD/oq+3XEdCzh5b3a96OsDlst9fBqq/m5d56TudxqO0KvGI7Ct1sPXE2vsmrhQ+9UvcEOOJRK+WFyR/i/RCE8UepBkLQFEVPhTGENH8PQ23HLs8+Eci7cQmNUBhQga+KxODFM8U05tKDsH8nrf34NkK+Hjv/u1cOSL6ZzhGYz9QCR5HniRdjELwYeJBe5p0GDI3mzjDSPsWuPev8bS6JMHg+thvXn8s4vmvbCBeZhhmYoa77nCTIUaQy++YXyx6Q6shf0pqGMIl35XtmjkC1xVamf1xsUgqqcBFYLce9McrRwWy8sBB+CyG2S0CCfCKVDibZ0B/quJA6QYejhrnZdO6RKBm8WDSbHM/qHDrFh3TKodje5eW6qk9OHTylW7zpX4wqXmqlFtdDvaX/tY83yOhWXHGh5sXBuHLnELp//clr1iMLWsLEV2/1XdmL6oMKuJ7Wxb8EOxrDi7KEwpF7/bGhp7XNcLv54yiDyezYFauGf5GRSJ7Icx9HqZ6kMpqc5nWyIfdBIZLV1vD0Tj/nzc8R/PgwoOoO/3HYuDQX0Gdxs1QFDC7eY5moRY+cB8QTHCPhC9Bb9hvjEcgcoK3b+7rTvDMrMmpNQmCgveyfg8x1H4PqZRmxXbBAw6lN4+r68DrxnmuQgUCssotNWHycoKy5RyFKaZKIHjJSux/hkOXdC6pog/1IBtCbNl1Twajkw+rzOmiUBZ5mlfGqwOcahC+VQ3BxEyWL3kzFhHZT+/ozVA5nC1NxjI/HdJpGfoOS8Wgk8x7tt1JHbDcrnG5LKwA4jI6RESoc/Umwy3c7YkfhObOejHvUWBA8vSbmwVYZHqq2VksvQ4qvE2Eo/5UQaL8KxazunCk9ixznDtqCFguxDeoC9eC+Jj9/v8CCKjgwkt+q8EamLARfHh5qwC+7U9KUDgfgY6r0exdxNeCm4yCRcxWEchvJFk45UegOu3oIDvRTJhsUZkKPloOLzTYeYYYIlCinnXG17VeKGh8sMn8GUHzyr+LHmMkFN5tyZyl6wBhbhsnJnpfAWsZKvtmh0N3JS/vcptWQ3fCbckK72LoPe/QHNIThr7T9BOsBjrg99OzAYdcSsCmfCJ6WQyP/vD+PVba0A31GyF5oVgsTPzyobdZIiCn/xpZFyopkCIhuX7xVhX0Lly6dEsVh5QdRQ/9PVIOctdEJfxMakC18MYgXAhFym/enrxwLx1qvR7RaF3yg37avwpe5RHI7dVszTZ9J5yXjsvD9ZMh7IQBcx43ASksRde1rfUAYemm7ZVXRdB3VdBjwIqEJGKvpujokqFou9cwIZp6T/qmzJZvopF6dWRvjzAZfon0NZ4vrANS/KqH68NohKGraAzSpM6zybt3giwkKL/wby6AC4NiLlc9HjJKAy6TP7ZsebVg1fZg3ISBun/uieslLebCn/pTSqnUuQq+Fr5C+oZBmnZ/+RwdO2GXlj26EF8H1us3noi8pPZm4Y5m2g51rmaXuzj464DDl24j/gIBde07ybo9MggPvknsnyI1wn/3nLwXBIlo+5HKUWe5NsCfK4uhi22C359vrvx8EoN0x1ZMkk6UghrQDfipU2CT/2Rdw0gYmuTm28N/HIAmkZtKz9QrYEjl0T/tzyR0tJpVjk2L6vtTkupky2Z4Hkvzr+NZOJIev0ITaN0Nz+ztDr2Cajhf3fpXb5SArv+12MBnZgJn235Bo/oAOHaqwUfWFIP+3akn0/yths85cy5rG2Ugu62/on4dg4o+3GXEmHVB/2MfDRe7dPDUbD+hRktEOr/jXp06PgS1YiZnlfjwIL26wFLvR0QHt3h9fuO6Qdz1g2xmRwH4a2zLj4wTkPDhVDYRz1yo0dPp49HOgmbWgyb6nzGI2dr0bKJHByhvn73jfZMM8xTHzVBqHmkotB0CXNlwNBqf0G1QB89UTy0HfQlDoobKPp5PsqEqEiv9GFcPaPPIR6eJMPQ11GXAOrQH9s5KJ6lFIxiYYF7U0ySigHkGC3uZfkieNNUjnsZCLyVc8+82Cd3Giftq3myEB5KCGu/cETgftJ3iexqFljGzgj6iPVAh8m6CzJAC/N8nHU6KEJFvknPmvAMFpk4+XJzQqAc7HmK5mSUWPUjeY/DX7YDw390D7g1l0OBLK/KqBI/O7K17pTu0QCklb5RNIgUEr5j6aC7j0NKeb9CszBA43RLGHtokw+pPHTqQJ6KGCt+fZRElYKH25cVqUjN4q+5jEeAORS36Jr4zs4Ng6NS5FX69CXQU7E9wtxHRyy66m7ZB1Pe7XuPrgimH+sHpqUv9BHS1Z++/uIFmGFfyFdZwCgBa3YRDeUFRqO/Ecqi0dxtI/iIKbfGWwEFjjm3l+7HIZmWKYjjZBqVdxdvXuUpA/KPOw5M9MajIjZ3e8UknLITd//PiUBT0hI67iToRkPLL5ROUyDpYuqufeGTLAUILLpyhiw9HId4PHqYotUGLqvQPzdRQ2Ifr/BsmHYt4009Gmw6RIbbnpcn8JzJ82NT64zQZjY7Tv5U+JjYE049OqmnNU6DnKy74QBYBMZ+MlJi7PwhFcqs8XgEIpj/e5ufAEdHfT2aa/LcL4DQN/5QC1ddou4v6LnmFIpLhfckN9Xp4OfK/Ds47nsr//eMpWckqs0iISCK74nPZo7RIdtlZRTJDycp2juMMe++9t/c59p5JpE2ZRWgofc/v9+/9uB/3fZ/rXPfr9XyeP07t2DN8NURr7p0YPByHVv5aHF1v7QB9F9Zzb8/VgpMXq4VjINWDfvNybYh2w8Z32/eHG9IBMYe6StAkoV7hzyOC77th/NnHsOSNQvDdDanpX8ShguWZv82vOkFnl1ECsxcObhFMe4JSOFR3TmtPU6ET5GOXVrio3LpQu7Tv7XssiugiME11DAGpAQqupNSBplmA2+9sEjrrtHfkQcoQrEjvV+n/kgZ7gZ8TM5uIyMRZ5sAbjgH4ryOZRc+tCOgtP1asehPRhPw4+3+69VBOc/sJ6TsF1s0Gz4myxiIFh8b5LWoPLnazr+3bxcGJEM4CDlUCepCQvbGh0QtMfFq7DILt4CXr9OjrXBLqKj30uT+nB8jX5sSipUkQp5x0lk8Mj2pz8G9UJVuBOVhXKIi7GebdTvf4cCWgf+9GhR8cHIfOCJMhcYd60Mwb5Sp6TkS5HvUD2rghGNY4mOJSWA6xm2Jhd0tJiP639Ac9+h7w2vlzR/hEHlxR+GtpMZaEtFU2VQ07x2DgedWkR10LyJnQsdqsEJFyt6r/3LsGmGblcMrJLALex5J0y4Ix6Nh8ltrN2WbQn94MLk3Jg4oflTdi3eKRUQR++/yZNrg02JFWTXan5ud0sbBzPGISoMzUYCjAOPfY88HtMjheeW7/l/8SkRhBPvrRIhl0FCRsg8ZzYOrb1eZCqkecbEMNlXdGIPJu1CWTB1XQOUT7KYMxGR1Rwmpe2s2H5xfxYUfLq4BidXwt5lU06sGRp18Wt8Hd27qhtOnhUCz3+AAkxaPlnIO+X+nrYdA24rhncDVo3Hv0YOxUNMoTjbh14fwksPmOfHQXIkJ2lvz26bs4pPXN8+6yaSGMWfJ8n3JPAz0RrKO8ZizyopNtjnQpAGx0Y/CGRiN8O3TCz8o7FnVx1nRJavdD+Bb27R+qRwj07cg4CRKQbHCsJMNEF+BPBfANj9ZDK+gFD3/EoYlTTrj5l4NgPPPGJ4zKIcIf3nw0PUNCS+9YGbadEUxvVmgr8deDn077L+PpBPRRpTnuhOIo8CopOr4SqAUzl+6op/uTkWyr6YUnJ8YhveUOv7R3I6i0m6mZmhNR1alrb+mZ6qHE+9CzuqoGYA2cvRUnFY2yr3sbpH7pBEO9V/U/Nx6AzztcZqo6DtU0V1TbinXCyVZhfiWGTnj8I+yO7TAW9cbdTZmtJ0NsXdmeknE+JFo5GdL2Y1CgQ6Cpwu0xOF1eUSvGRQEklO6uEUJCv3Se/3tkUgeHjE/MKFO9lqFc40rZixj0ufKS4/Mz3XAgh+l6z9l6eH+K+3PMDRwKZi39uj7ZA+0Pp0SLPiL4+O9MkJ4uHh2LOfKJt60f8sS+SsqIUGDkwtPxeFcC+vK4aEuHPhaa90XyiKa2wmhG8wexXgzKOqZTyB5dB4cVyCdOatTCqprvcfH5GJSq+crtDfc4vNUaOC7ckgAfZuik31PzSi2hp973azv0XHzVaxyQCU4BnKOOXxOQfKTZgq4AGe4u47KSRhJhN02AcvA6Bm0Eiv2Txk1A349neq/kU4HXgo2/9SUOVd4yu11T2QrVV8L+M9HLgQp/w0zlsTh0FFv8pyipBwb105w7/hXBBM/N5QxuPNJZ4GRZvD4OAY8a3mOSygCjg5H5YE5ATZn9at1zuWATW+zaLUYB1Vx9s3TBOFQ2LjR8amYEJiymibwbHSCM+XLmL18yCh95nO5n1wrtd+TWT1TkwBtKlhFFKQH5lhKupl3shJWSfwa5I8UQsknpMS5PRPs+OZ8JP1MJzPZCOd/UqkBuf3Nvil4U0g3O/RmNHwL3s0XRmH0ESHXxSfQtIiErOvpvFSxDEB4XL/9Msw7WgjjfHYsjIi4OVj730jYo0vhdTYmsh4WznMJbKB4d4+9HjeJ9oHl4n3V4VBsclfNR5bXDo3ekL5eXGqrB9oCemMObKrhekhosuxaNBPSfNDF9JUO+xO1f0XNx8LeS7WPcOga1ji+obQt2A5YrTF0nmQx839v5PE4modyFjJMZud0gvbU2X3w8B1a0uv41NOLQE8sjth+PNILyULZxEjU/ufmy9s9wxKCuNm+MeUA/SHoPCa5S90evOO/Ba1Yisgwhbcyv5kMor97opaQ2UNGz2ObxiUVP/VOqVPZVwohRZuNpjnqQVDWiu6Edhe787Fd8q9IMQkewf3x+t8AnvdL7Xw7Eo+QqKTbrlB7A/iykYbTOAd9xUinPzSRUzsQj8NmgB+7JRZSvX8iC3modrUTNJHRvbeGcBx2Cr3RtQxwnmoHl85XMQAcM0ow+nEIbXw/ESkK0bDwCUdNMyFSMRWVHchz8Lo6D4FQP8ym2h1DOypyas0xA6ca3XX9UjIH6f9KaQv1YmLGlIfxhJKFLwqOXI9sGYTNocDT3Awn+MGl//KJGQkHky0KLB9vh4Wi0YuLFCtB7va+jlpyAPoWdfkrSmIQDv6fsK6n58wQru3vydSLisgv7F1GeBmGtF2lfVjWC5fvfBwr+S0BMJnWhflfHYKllUISxIBm24nkPPCsnovd5BsXYzXYoSnr81Ym6j3hxtVk8JwYxZaVXcLVSOeT3N2k2iUrgOH/1cl43tb9O7ey6pzVAhBrKv0Z9X7/cbjXu/RONyrinli98oPaOXeWvTHkEzp8GDo30Un12z89XnLMbChVU5c1DiqH6b7riWRMc4sxUsulvGoUepaWuBPFgwD/48l20m4Qe6xVv9DGMwaVI2SgDS0+w4NbsNqIef03/yyS7mAwJD06oCFvXw/4sj0Yvam7Q0zXYRc8Mgnn7pYxeMwrgChM1tK+Q0JbWdMMjyR44btGgdzwxFHyZJSfXeJNQasbRhzOe2ZDyRfyy2Xw5PDupK2MWGYsk/oy8avk6CM5d5ffe7SsFAkn7RqILNQ8xav4j400g6uHPULtXC9pxd4XOLceh/Htplrovw4Dlntz7lwr1sL7J0F/Ug0XiiucG5IoQnCgXCXo/0Q7WQtP9fAMYNFJw8KnnwybI6NTIfb+XB4dyjczkauPQPprFP1rbg/Brx9v2vFg7vHz1vajfgoQKpiLCCl/UQbzXCWHBX63A3t99q4Ob2o/fDKeLtwvA6TvNd7pkPPwoExtv9otGYiPKxOA7laAoJd2i5ZoPxzjVL2ezxyB+2qoZ89oJuNm+yqVwJguyNuwFpgJwqL/D+uRt3wY42v/H3/FbB3gZpYksHYpB1XcJS4WaFDBMEDh7hD0fUjd692TZEtFDPW7dtpYeiFHrXR7ZJsNqsf/MCSU8Kjl+Umo/tY/4PKtuibSVwvS/1B2bSzg07BBZsjhWBapvM9RDDzVAFGfe6iRPDOILZerp4cwDJZcHXcauHXDF+EBqzvMYxMzHNiP5Mh+yyuZXzO7VQvbtQLO5n9FoyqLLiH+gF84LeX+4e7wAMAVK1+/u4dHnQAuVQuVKKHnj4bewUg3Lw4F+A6pRqOwj1pOjox9Sd/tesMwiMB5od5vQJqL2gcz9x/9VAf6O9GXhgFzw5PV4J3M2CgVNssXfXMuD5im2u7rmFUAfrfhNWy8Gdfs1ORR/GYZTbDsEHTMES7SWCZ17JORJw/1bvGkA/gV8PJC44g43yY3hXxOIKNZQJ4JXpQIYREuSq6kefONECOicjkINNb5VTJ59sHOkiFU3KQccZveSlH0IaMkq5/F/z0ZB6Lf0784ZBL+mCw+47xLR16CT83zHR2F/5kyN+i0yCGsGtjBxktCzhPHbnwwGoUil8ZsMKoWZpA62IWYSUowfua3OMwgZlbN/a1yKgcm/iVSxj4SmBGPiG8U7wFiJ1XFVEwvfeqPccjUTkNnhNcWDmpXwcmnT8rdCOaiRv5Ck5KOQSqBY+5/lCrAdvbXLcgPBw++vpWR5otBRa1iKf1YGv9R8Ar8dKYP9+x6k0QjEoA6luSg1tgGwL3h2yyCoHl53GjdUULmFofaNlDFtJTzT5p2OMK6HR2VcDLxsMYj3AptrXvsgfHesMm5hpcBz7OyLcR8imvU8M8fwow6EjfaV43gioOnwQ+n269HoOYuIHstIPTRiHn1q2HwCP8zGHns2RqO2Nu0BzWvtoCPsJ4k91ATzqkOz/Nvx6CdDi9up80NQmL9yPYZcD8Xll/O7n5GQS/fCJctjqRAdnd2MynIBQsZfxGMTULN0muBzzSKwkxf/T/RHKXw9OUokuEYjme6yL9eKcsGdd8IsmyYbbDmLWGcmYhBY1lnm+I7B0yzfbqEs6vxYj66eciIi1xM+D2wEBkD5Q9RfaZta2HZ/ZWhXREAMgULXK6j8Sfib+VboXCGw+n5SOpwUjfwDBs6cdugBflzxrFVOK6wKhj/nZ8Ajt/b22VO21LzVNKlpMy+Gi9/nPYN98SglN8sqQ7MHhg6KN8QcIENT3osE4ukk5DJru5xp1g3/0V5n/jDZAvK2BpcUqD3lmns+LiA8Cz6faahz7W2BGdYqcnFmPFov+ethdr0Fig+qcrNIdMBjSaFzFlQ+KY2SvttwvguGLd9tm/AgcDxznT7SG4f+JQRmCiwjkLG0OLGYXwm3bcPO05/HIO+YA0emL3SAjOd/fNXnKfBNo+xZys0ENMGp3GlsmwsF2m8/VfWlQ8Eb5YWf6zFoZoXlWUVeD/TLXnNviSLDZYLSuIRpEupISKz4Wz8IKw7HBm3+pgFO996qrS0ROfxnoKd2rA84GLFxEsktkCT/ofKXDR61t1mEWecOwMM0My6eayHgSnfsMl0tEc07MSadE8iHA6m5jZ+qG4BeMc7mpFgMKl/9s2NwIh/obt3upKVpBtPJHO2fA7FoySvjsaVIC8gGlxNYRMshOFGHV5ctDtEGJnBrbE2A2gnMAVxNPaxyR1r4N+GQg0Bx0QsJL6BbLLk1l3cfZPdtaFdmY5H2SOe7tqkJuPt17TzDKRzIXEr5XbeMQ3cwUmTnhVFY3k0yD3iSDawWYqJcZBJSk3tru34RgY32l+ks9iTY3puqxvUlICId3dK/rV7QXlBbLuCpgHOVF1OUWQnomafBi63cVvg6oCmKUe2Ag6RY22K+BHTkaVloXnIr6LNUD+jeyIDNAb36YwtxiFJr5fb9Ux/kRB/0+EMJBh66+I/ztQT0QSVKhGesGyg+L59jsaWwuqyptI+MQ3y2G6NWF9rB7ZrVLeV77vDskM7AqQzq9ZtZu0peDMMRbfsfIu+r4eaV6fi9w8lo4IZuaEx8FLQELrG+CGyH5cYNU2IcFomGtvFVDSMQuN/ucp2/Fv62ng2mzhDJGFycWJDoBcbd0PgLD3LAapK+hYWAR8cp2klPFxAccOBO9bjTAPaT+3C3VDCIEhxap+baA4L3Vq94u5WBAZ277tKlJDRuGUT/nacB/haxT8WOVkGOQcNnx4hYtCZysijEYRzCobozvPUh2CoYjRxSISB7I/tfFz6MgtJy1LzSpSboMtun0TpAQiJKTZw0v9qgbP3Hg6fSOJCkybvjTIlHQ4/rzLpoB+GbXYQdkbEKjlZX8Z0+RkQ4YYLZ98QOePCyzd5VtQlMXmS733FNQKX/DVGYZEfAp7ZUSNGrBRa+tmkonCCh66o/tlVKUuC1s5KHdE4b/DYpnFDYl4DGpDqdOaAYYucuP1r1y4K/0uq+Sp0xKK2wiT9loxz+7i9m1dxoA+zOKVfK4SjE2dUsG0XtC9JPaCjS7YD3O6pyB+LwyPjyHhv7YifsY2xiaO7wAgOJ9JwGh0SU7//f13XxTnAZ8pPYP0uBwDg5S92iRNQnUvdM6ekErLQc8CuicqkSmes//9gkxPlLtOes2hgc/G+4tEidBOP2Nlmf8ST0w9hh2Gu2D/gfpNKMS6eAyBvD1Ce5BDQkddhifLcHtt8b9U4L1IERIW+fTGoS0vbxaFJOrIMAY5YGAfpO4J2+71z3KQqN5T56Jq7dBGK/cyjlJTlwS7jijmtYHMrkSHo0190L4TPIaF6vBuZTzH9a0BCQHul4+Ukq112w9U4ppzTAu3zFqNhxDHpuc7pX6VY/aA6c/HzrbAawubP1MNERUeX54JGKQ83QbZvpjl1shJKJ2IU3CrEo4ZX9Yt8SGeYr67fY4guhmMl9nXcVg6ArbnCIBgFd20NbdqZG4EoSIPCZYdDE1C73FmcPqDmGnvP5mQAWPzKrGslJ6Jui+5+K+00gsMFtwF3bDJF8+hTerDgUEIKr7Ysfh6zAeLGiwxT4eIwpoz+egLbe/ps/tdMDXoTkTvkbTdT+lbdWtMSjCs3O4hZCFrzY97M1lMcD4rhnb2KvxyO/UxeWazaHAD/N+YxVrQyEJV339vqJSF0kJzchdRDcJDhcG+RzgJ6RNZuiS0K0QXvHqjd6ITtruK/7N4Jov6vWLAp49Nig+Kb0yzGI1bjqIvMhBXZGinv7BojoWmF8dsX9bqClK+NnG2yAuT1Dv1WDJGRw5zVmipoPv5KVv6qp1ICOeH1r2hweDc8IKZDze+BcWjrHN0wOPJP/WtuojEcXOLleFDAOwPTqOkN5J4I3BVKMZUQCEseHXl581AdZo0dJLxxz4Ybgpxxj6n66NcYd9n/RAPr/cSHDt/VQnpbBLXwuBg2q/dmvdK0N3imrMEq01cCfRdPcAL8E5M+RdG3lbzdImFlHypa3wd4X68iINzg08bxL4e2ZPGAxTVZJWq6DmWbsqjeVD4fdRKuF5/qgVdlYcciiGF7ZdvjndxMQW0apXz3qg1pxsSuzzaXg60Z7fI1AQPSMM+cxzVnAvf/aT/LLevAQFDn0xTce/XDdHvOxoYC2num+HqFS2PtTZrirgkXug42fT2b0wd/YRi7v7jaoanrI2oehctqVrenqrSKITlPMM9CqATqu8qok9mjkzklffITOE3p/WI8pfCwG96m+ehqfRPSfCD7ivU4l3OR/9LjRPQPOeBruU1uJRFJkw1C6hhJw9y0UuXKHAlwXjH9xJ0ahX7d/ah2baYXYhMLQ2YttcN7zv4rDxgloGR9fq+bYCAEgz15YXQk2bT6bfI4xiJ69P7pdeRLmY/ykXl8pBy3+AZYsHNX7NFs89aj+++TP971jYxGgyUt8MkL1Mv0m/7UQmzF4cE5Rk+EuDk4+zCDPuZJQfPP8OOExGYrlQixaTqYAnfCJyOAUDMrQKV86fWcYbhyOc7YVb4eL/AWuSRNEdM9ER+4erhsKfJzC+oQRtLZ3+wU9SkIxLpPwcv8AoHTmb83OFBjhraWtuE9EWoyqLa+nauAgQ2sMZ04oZG5+mJ74Lwbp28rlforshfW5cmUOh0o4IrfrbTCNRxNloVnR8+PAb3Vgu0Q8BAx5enJejeLRXYGYpdJFBAacuV9XL1Gg4UQS/eIeBr0//aOW9kgHEKde7wm2F0AUU+nVp9S5SQp8UPK94AkRsluLV50RnCx56zX3IBHdKBhneC7ZD49+tFy8EpkL4zTRW3pMBNSap6eiVdAET9Kd7xta5sCltF22OZpYZN9V9/1aTDe4hCSHd1jlQWDDVOqkdxJ6w8+aEWU3CB8i3m+tPHQHi++czs1/iCgm+cdwhSACV2aP9kH+Njjtn9/o8BSD/Hk+ZWgyUWCSePstuaQFurfN8K2/MUjfL7PjMtWzqv6QVTeKW+HL8K0qBhEsOn5B/UzNBtVjN43GE3rbwDWoObIzOhGJ298TkP6YC8LJ8u2ajI+ATvHwB1u5OPRoYMr/0B6CpjXslw73RzC2zccif5XqxZ38I+LZXcCc+euAQH8OUO6ceFv8MRGdOCAz4JPdCyynZR9+Okrlh0NuDF9Z8ejexW0BvUoKxEz+jvM5ieC4+s+un8qJqHvtuoWs5iQI53Xvrfq3gK3ZM3FRAxwK/nzIfYijHjjsrvCfnK8H7vJLjR/pY1EqfEqyPpMG41KnNJcOVoOXefqbirJ4FCkTlB603gvd+zLYj1QR4fkNl+1QFur89b8Wlf3MBXuB0tv85EjozDz6y1kvDuW6hLw/fL4PtM7/xeOo/njvdZeVsz8e7Q0+2//XdQIKzjBsmlwvB23h/c8OiSShTlGd4psqg9CEnuQPXq0GtTMPn962IqI6d66Cn5/GwObzqfmd6A6Ya1LSePeLgObKTH6yqE9C1TH7SCenWlh0x5k2+ieir7l9i55RTfBOToO9OwoHiaY/7ufkxyGvbNUwI7pCSF0jZBuNJsG8hd2NgNuxqNaD9CAtqBNmvzj9G9yPgOwV4r6zloiM1+huv88YAiNlBcy9v60wPpUVOVBIQiY79cd4GlvAe3F3mv4jGcBhhRH+xaNLQR9W1YlESP6WW8SS0AjdNkOaAi4JqIIOq7XD3QvmNku9DPz54Fj7KtioNAk9/PzpttLFSWBfLNK1ng2FMdYgFZu0ROR1IGbaJrwNyJW69e0SZPCJfrXd6xePsoOXDnupjsFRR4e3LQM1cCRLgvEXloQUeL4w/fjWAw5cT4zvr7WB7qsvbVkP8Mja44/DK/MokPySRt+JbwdFLU4lkVkM2gqpXHzG1w/JosfsdAKoXuz/iT74IwHR0Vyfa+vsh7Bzr6UeizTB6bnGUnMral8sp/zakcuB439EPM955cLcx5shEVtxSN1LmTNykwyckcwYg9FW6Nhs47CZwCKFC9vXdjXGQGnL4a1LdgZ8iHQ2l8gnovxchStBTgPQaPMyOPpaHvgLDi70lhPRYJrOL3aGPmAkFXMY3WuCOxRfpTlDPFr/j/2kjkQzCH7T3N70C4UNq7XXx2Ti0W0GN+Uc7T5wffxUy1+yFlTpjej5wvAojfmcefVsLzzqOSHSS0eBSx/l405L4dGr3eD9Ld3dIKkt9uf5/g6wHw5KJBKS0DtcZH52cTjk7+XYVhwugoRg9F2pDoukBc56cra3wZuUdQYGlhZIDzC1cihIQKY/qA3GPAJWbR9ywoerIVz9zgv4SUSFUrpr/ft6wcgtF6ldoMDV32xxM8QkdEj8kpm/Xheo5xoNYs0KAF/QNvGgPBHl+swlZxbXwsYxEcGPP9sgoFhqMiczChkKYHLcJkKAdDyW89zlVpiefK2JW8ci26dDF6N4u4DgduF69QACZgHGQrq7ONRjHnIpj3kS8i/8Eb7J1Akezld3zz7Hof0P+XW60sdgoWzgTd0lBMYaB85Ky5FQUO0t2QhzTxCcaz7Hq1AJWRZhZgxhiajHiMiqfaIfNCoMldkp5fBfYnL/Nj0Bzbw7XOpk0A3kzH3+H0xygHfK7b9E3SR00p0r8dpyM6gPd+rlcFNgo1VlbHo8FpGaVF0TYgagEBP/3P50HXBl263/miAgcpZY9LX4WmCOLPuZJpgEbqE0pxVvR6EQnrv3hCSpPhUxqZkqmgeWARmfnCoSkO5F8YXnpQjOz21MVfbnQvLZ2hEfRgxyd9YwvBNcDWOX3qg4RVRCENdo/+r5KFR+6/0nF2I/eFxZnxsIL4WYhaV0DzEimg2VYfox1Q21IoLhNFNNUFeZUZo3gkPXMPetPA2ofbrtaPuRHwfXOIQuv0shoqPH5QtnC59CO6eKRnBmB3zb5Tp56h4W9R2N0F052A620uGcoVUtIB1qNrfdHI8k3sgfmFLqhpTYZpEISg64TvSp09/AIfvRwTsVfu1gddH54rQTGdRE8hsTduJRA16fnjU+Eyz+O+un/TkKhAJO8SqVxyEo2bxyOmoY3lw7vMvJUQkfwk5K6x8goUcCojuevUkgmZZrVKpKBnYRhuar7xPQknIH2mXsBQt7ia9v81thv+zL6+bZ1DwZ+6ukONUJWD1XT8WHTcC5/YJgapeIAgIzefbukuGlps+jLFccKLHqqoabYZHBTjPX/opucOO0mXehcqlXxcNVvzocEncNuOPC1AWHmFpvK1mVg9VuxjWukETkt/32qr5cIag1hNu4nS+Ce5VF3+XOxaL4iiw1oG0C5v2Ks12RySB9SWG0oj8G9cpYcJpaTUB+Jjs+5RcZkjfNDRl2kxDHA5rodq0J+MpyUHTQnwK/Mz/6q3PgkWIJtuR+MhaKLL5nai8+B/eV+NIfRzHITonpGrcIDnzuhCYZTD6FvO+aoW1/E5BBCUO5Y3UJrFDiVJqONcLhvcWjj55EoaPvJM+ubz4CmYf4wBOMnZDR1qdKX4RFrQ3mFoTOYegYF/2MsUBguLTwhFWVhGxrOnFMDPkwL/mDS96kEFgkM5/KDcYi5hCSR9GZQsjy1yuc3quCcIJ+U4RtLFJbkJNioqNynoQKAb+Lgxlx48PFTgmI5vjpka9SCOR+/xwOU2gBezYxvWfRGPQvqjJSQpECB5pCA6LWmqAgt2nO6iwWvciNeeWe3wf0auHWd+ZawJE/Y1aIyqsutRgQe1sMf/Jz6bKPxEP/2SNO9WNRVB4Q5G6v6QTJ62mCUa15ILZTIe0mhEMGhNHWT5Xt8LPngUqiey5o3L/iLiRC5fMyTjU6cwQB+Z2nb95H4JSBV4qcTEDrKxe8Exx6YSgvcDcnuBaCEt+t3v+ehESfFQiL2Y1C+62Gs1G3HsLZuITskT0i+pD3ZOb20ChEEXhNHeY7IPetus71ZRJi+E9uTf1HP3Sl/XsXHtYO7Jcnrk55ENHUrv8hf8s+aDGIH2s1QHBBMvjm60A8Kjq2M+nxfgLolC3DMtoy4ZfQ1YW+39Qcaz5kKNg+Bn1/xOI92tLh+3LTzJ48EcXypx46EjAGzQxP/Jjt84HekTGJNoiIaulsVn/0jECXvqva7dcdsEoZrur+SqTyxp23GmWFQORcFFvirgMzi/P+SQ+ikbSG+m5U8SCUsyfonUmuBLN8hRw7dyISBsNZbgcKVCgtlW2+T4E1enQvxgiLvrWpKToUNMM37Bcn29pqiJN3YxNTj0cbSxJd80/LwZh8mybtVDp0tG0w2pZGI/bXqXtrb3sgRP2zt4dLMXzHi30eCExCfPu+brVl9cJrhqd9BfkI6jdKbDzX8EjuvfmHTI5BUFcm//H63AiNLY9Vbf4S0U2Dp/y62tlAK3ylp8C1DTQyhSP2u8UjDy7jZCyVf2TkL0U7s9bC3C5ehnaTgFTsF61vJXWA4J+Toxfk2kGPH1N2VRuDRj81qVRQ+f7++QXuHwIdEKBrSNzxx6AhE9sZ6W4ERzbJK0fJzbB818R0YguDCt8ZPJDsbQapd4fVq5aywE1kLlJ/IhZV3dDUjO4ZB7uFDFwvfQ1InB0r/aZMQKne4vKdl6shL2N1OFvyIWhvhlhiNaJQxympkOwv9aBlp33/0/MKSNPy1Za6G4toSkgO+kIN8LixwmY7vhlqrw59cNeNRf0WHWwh6+Pwxv58TLt2M5yTPnPUtA6P0jPyF3NvdsJF1ZTqlucF8FKLYNI2mYg+1LqxT7/sAhmeI96T3ygw1MCfrs+KQ4e+iHp6V3ZBiH/6NCqnwFs2jOKXehw6y9q2Lq5EgVnR1kuYhYewpnjIpm5fItosZI+NpPrbAfXH5xbEHoNP0E4ftykWMa3uvuGoG4CNrmS9+CeNwOrzOnZ7lYCCUpkiSRXtcIlm9dBJ2RD41ksnn8CbgHoeelbXdA+A+cOD2rZ5LXBtpfqBwRQRlTx5xPq8fxh27rQq15VSeYPr45bIAhH9+Vf9XNmxCxSO22wbMKaA2Bc6r5K3iag+lusl+tgLvCr75eVD26Dd7jnDcVoCGlm5LGqs2QCkFf+HizfIIHbz938Bb6KRAWcj09ujY2CEv7l9v7Uc1C5ybHuWEdH+XePAvGfNIDJlJ5/jUQOKPIFHU3Nj0S2ZtBxLETJkPTFlUbeg9gW7FdbUDIM2Gsbblz9Recm+7SNWCgPvevtLnh8noN3rp+rErNuh5xucGqkggvTbI1cvvk1Ax6QFuj8engDWhBjzlcpSqGwG1gEqdxHHl4UXf+XD1iVIq8BjIcpT7b7052ikYpOVon2jF7aHttjXTcrhCkvfd8fpJLRqoODk+2EMnrLLhnMb1IDD6su3EkNEtNbjbhKPaQIN76VUVsE6iDhgTlsvGItCBcczqq0LwMFCvPlaWzt85/0n9tUiFgmXJZBl+trhFucz6yWzdlij6PklnUxA0HMi2uHJGMBGoOVJUTKsECg2Y15EdC0y4kBNbStgfreVFLLEgcXXtSsug3HoFT7r6WPDCYinvz1cWJcDnYl0V1g2k9C6HJu71msKJA8e+3TGuQxMHEPHXudiUcXh406Es7UwUiLByH6xBAoc2OtO5kWhi215Wml2/bAz0PMhj9r7rwoezMkyE1Hf6rkQO/UhaFzyif1n2AKtvCpjylRuH//9LeSxYQ80SXLeb5VAcNW1mpZxHx4RdExqr/dWAttw0n9On7Jg0FqCVUQyBv1wzpnokh4GrX9YpRhqTlJOezbRfSGhlol1kpc9GQz0xQ1W7+SD+7xaMbLEotR3tudSWutB9Merr6cv5oGF7+6/xfvR6P6puI2xujqoM8xQsqf28ofcvD9Gp2JQw9nka+aXBgGuKPp78jWDvO19/V0hav4vfh24tzQGcVqBujBcBTp4XT/aPiLakyd8D03og+5H7L4RDXUwen6R8WMIAVWZwsXnUmMg98R4QYKmE3reRyXKGZNQWbkrpX9tENLtVm6INmFh+6NYaxM1z3tCmq/vcy8Fhn2Z5kMKdSCycYf9ZHYMeu1t/ne0tA1U+ZL05FqyIXng3kH/sHjUKWJ7PflbDnjTbdz3d0DQnXo0l78sDqk8VZWZFx6DC/cZ/S2iMmG35HL992ISOvz9+ELD3wlI62XSpDWlQDurs6xSCw4F1icFKJp3gxENP+ups22QrMBcO+yMQ5eEzz7vLBuG9ZwL5q+jyPBtLFPh6R8S+i1/NGhqcgxOaNwqH9zfCctWYtvB1J6yKBoYC48ahWO912NpIpogcr9d2P/9nlDf9iDr8PcemHPC1o7SZ0D3rL6XP5XTyMNaE/T+bRBIqqfepQFyR1seSMcloFMW0oE5W0Ngm5Ws/1yXAkvnVrnzXpJQtv7JZxqL+TB8jcm3+KYHSDHMM7/OiUWHY63oAkMzwPOX+JrGTCvgm7xYTJQTUHglpytluh1uFvl/Yk/Eg03Z2aDBEwlo+gczQbGqHqRI9kqumEZw55Lhtr4Wi/wSGNLFIhqAqcmiz/NhA0Qtp6Tz98WiYorzRsj4KDja9Maub1KgJmjj6MoiCTElJ0yNTlVBz3dD9a/kVpCSxJnu44hBEZ93Mq4WDcCrG5cCyqj5Y9p2kCmE+l7r5kk97V5qggGHg5xDaQj2hW6MRMzGociG1VcGT/vBh/jM0up4EzR8kFT4x0PlcActt8NfhiBz1+iloWgI/OvRCDXqISFg31ZwLyiBv2cMrStEckEuQSxALjcK9VoKjvAtdEIaQWuhZLkAeG1r7MfFcYhH9qmo/LsxSIu/Upfv4gGZLh9958aJSEDo3xe7sB5gy4mpCXueDyNZ3xuYFZKQ14WbWzf1yGC9V2j6MqICNIwb/KsfYJCcweOHShKTELiD17KMy4bbVRecxYJxyD07y1DvYQsU3dNvXZeqgDzzDHrTnHh0KOXKnadTraDPyHQ3kqUZmkX+UAz3x6MLh3WMrAUb4e89b/GVimyIdfMnSfyLReuKJZPK2e4Qa5V0TEeYAmIzT9LuUD30mnyXkJ1GP3zuPHVB1KkSHv45Z17zh4Ae+N4TYdCaBF++OhsHsxKIfbH4b94YR+XYr/yJMAwZtkkeWs9roEjKLr3nMAkJ0cunZVp0weV4zvRuQSzUMj18RqxMRP13tu/eqaHAD+Pky581yODVxRDkeCcRJSsP2fwyfApr7A1PBmebwaBRVc/aFotwnEs+tVq9sCmS3LLKRIC5PXZLgVdJaPKb0GvhL88hXNvHv8ejGmJNpPFcDFgkwx4RpaXQB8TNNLdR53LoduQ/pn4fjwqMFxZ1yj3B4uVFLnXtGjj/08H6tHsi0nVA8kcfNMOcCNfxZvFGYKOcU5TWjUeSJ+t+3w7tgad0LLjMHwSQjlwbbjBIQqZOqeoRtJ1gfI+DV9SuFTjG4uyfVGJRp5ZLJnZ/P1RFNmSE7FBgQIdHrAcREPO1Du30vEqIYhSOknNtgKcqZFEcTQxyfV1fW21cB34+l/o0rHFgjMdK7oVHI2H3rLUnGgie6MfkjWxXg94juxMaLQlIPUy0oPhOOuAPrmDkPZthe1ZQoEQgHp0m/23uILcBWeRVerVBOyS+O+z0h5pXmJvDBWqXhiG3jpndQKoVQuvbTFmWqfz5SbOzp6sfbJvSzr8/GQKvaRivgwE1VzHFHjM9jZAq+bGgMSIG7E5MlwveiEPuUhw9+bn90PfOW1eB0AZ3WoaD5GWJyEml/lGwSj+4xE50ibW0wWr1AAcfIwEJm+xsPBbzANqsLlfvX2Gg1Fk87FWFRZFJUp5PosehnbmZ19eyDg42vKGt2sSj6OFHtGX9j8AmLIJxo6kAroj0m72rwSItcU7TpwUdcM/xvlrMfiyIT5gY+93EoIGFG4E50y3AM63VvJEcB1tjzz/O7sajq9ybl/f9G4IkLtyZx+3VEC1+MCX8HQn1ldwXDqYhA3/Ci+DAA40QG3reLkICi/i0Et3qrIbgpykx9tUfCmxEHOutTyUhZqtA0gOGTtBR+7C1cjoWXkpoHctLSUQ1Luo2CfRdUPRy+KJHHRm6uK5/MHtEPd7CFJr+sg+Ymb9NmjiTQf7lgst4JQHd4suJMc2shGtbwV5NRWT4kXzJOU41Bn2QX/FqPFAJp1f/tE7FhgGvIivjM90olK7Zc3xzLJfaj/Wbj4Q7INrViHjaOA6tqsbrCRWXwOVoBn4vyUoInM3CRZVHIY/p3tsLUlQvm/3X09qaCs9Nk0+WUxLRQJO9uHNQLXzyOs/rQeWWBzTVJ5UxMei2yQnOla0xuHl5QrzaggJ/F+hdp7uJyEQAU8J9rBUKjHKPGbKR4Z3jSGxMYhzq6ZgjXl4bgtS12dcKzDXwpI3y7E419XtvpnVgv9AHoGbUX5BQBc2ncnebHfHI3WRLYj6rC6RoyiWNXpXBPUmspSoFh/LeXnJpF++C9wGDO3s8uaBcKYK9Fp2IdMJ42vddKQNvL/UcmVwMWPr69E4bRiES81yYmlw52LWTFK2oz8mjqRbANx+NlJbXt96X5EHjs6qLnzAp4PhZTZ5PJwaFMV20ukrsBvWFW0f/bubDv6JLxZ9xOJQx8IKLs6IbNk3uH3Cia4WWhndHSzJw6Pbzg5vFc80w+SlE/UNlLRToxH7Jfh6PzuNM2zfsh+HR7SMRDVR+UOY4GC76hYiKlCVOdKU0Uff7UuoT61g423I1tmk5BmlDmsHQKTJ0HyEpWutEw+zjMxs8tzAoUCChU3a5GxIeKLyPnCSDTS3+2Odmal4NtYmK7c+DVY6gnpX3zWAY++v9KbM4tO1TEX0pnwJyHHaXedpzoDiA3X72diKS43CZq6zsg+oHwpaNdOT//5+3w6N41Mt2597NuBG4kWe4phhABJnRstA/tMlo90M+ReDROAh2Mgjd0yDBZu6vk28OEVD2mVdl3BlDVL7KWnOkfo7SIF79Og8Saizdn9fVRoYQT9epH8fK4X5YJV8ONf/Tm1TNr8wOwp5iZEyiaBtMab4v8Q0goqU+r0ERoUrwUOV2/buRBmmHzB0fG8WgZdNyBiylD3w92cwbatPBy7qt9mwHdR8+Wm1OhGcCzyHWpNyaFphdMmkd8olDbduzn1KIRXACr7j9OqsZYvtMJwWko5HbNfK+lqvtwMB9QfoKTzz4HzWMy3+fgDwKwPtUWBYUmeha4g4R4ax/Hxt3UDxKrk3Q+Ha0HGhIb+WkddyhM+qxl+yVKPTzLn5CwoIMT1mnSgeTM+CMfRrf3wAMSgb52AW7YeD9oXKr26kJPN6c1slZI6EGJGh36FE3ND4o5PAYa4DdPs/0biwOzVsf3VgnjoFUZV33A+dWYHn9l+agHRHNik8eDFrvhkU+WdozgSQIY8wxXShNQtOY0taNtRK4/4qNgzUtFE4nvB+QJsWgrGJnQV7mfth/1+vu6dImaLp8SHLzKx7Bd7O33a198GKB7UtuUyN40dS4BHTiUeq5vAyji5MgPvdpyGIbgX34+V8HIhORgEPam2C7MVA3cGeuwzaBKtMjvzYMESk4ydGnsraD5va3sIBXrfAz+0CNc38CkueROedrT4HGkTdE6+IGeK57v79KC4v8B9Pf3pvKh8WUIX7177mwHKPMK1BC9Z0p6fdxzCGgMvBW9vb6fdj4rC3wYgmLei78nDx2DAH/Z+/ob4zlILR4PU42GINWizWehHmRwfnapC49vgVqNpIVJu9h0RKjR8oQNwXq9EPDTyc3gGxIwC+6BSySliYcxx4cgQ2edlevvXroUtvnO7xIRPZNXhdWTUZAi/VW/vGKBrjJMOjFBVTuUi//6u0VDt3Xic1LttXw9VyUInkUi8rNfGQut4+BQlCuxjJjJ6xUzg2UcJPQx5+Sp5dedkDxP4tCeUUKrHbuOM/ex6DEgN7Qu7Vd4KXdaH3hfhHIM89vbQ3gUNqGjaALphtMtU3PzxlFgGxbSUtgOQ6x+STO4YLIoJfWo1/NQQHpnd0bz6yxKEWw8sKjV11Qe/DA7YLj8eD2R4qdbRaHfka5zUQrUODXQE24PJ4M6hWd5K/yWCQYuqY41VsEHvn3DNVSyoHraFRa9e8YVHeIY1SCYRQy7SemKlRygER/i7X7HxFNV918uBj0CFJMlZqKqPOxfCzHKkvlE7L+ndKR1B6YQG/S6PzqYeMSKjW/moT2sr9f1efshZKGQwfmoR5SMg41KlcmIXnsvw2JKwiqaxw796zJUB7f9LOwIQEt8x6r+EjlQ3G6uwezMe5w+pjgBxHzBMRof5zb6Ok45DRcNobgGpB2ZtPLouYGQ1UDnhsmQcxKuAbvmwmeLzk2X13FIQ8asdGlwTHwfRlrYe9G9QVRGYYYNiLiMtKgzTfvgp8Zlcny2EawWE71TmxKRI6OKhvVsxOAoy9npGXJAfo5/phoaWoOvztppkWcAFX9m6kZ16PByK3lV8k4DgmwX67vliRDtVNlOncIBXIcda+lWmLQtxeSLws3yIAVkPljzFAFjEe/517uxaLGtubdK+kIwDzVd1q9CV4nVtIm/EpAM1xDF36cIMPj+ZOxgaYITqVed0y3xiCW3WQ+joAaGNyvU8fv1Qxpsd7RTQpRaLKO1lD5cS/EvF2OYxVrgvfFqqTOyST0McpuSyysA6pHDm0NsFfCreF/a1aqGNREMdF7fK4V/jROGN6Lqodj5rzprQ1x6HaG1+5TnjEIHvkWuHyoCvTP/LwyUEdCMZ4B/y3ajcLef8s0MyQKtIkr7dVuUfOkY0s/TDECrkZ2Cqyrt8BPK8ObZd1Y5M0gdG7lLBliJD8fvvO1Gr7YnZU6cBaLnEIZHMXiW4CkNvQoIQDBhbe+zL+G4hGXdqfet8Q+YOy0kt7do3pTzN1TPhV45MJ0I6JeqB8y+1MYBcM7QNPX+ROJloAE/75Y47vTBks83L1E/0Z4+iyas8w6HuXX/Vu5qDYJfENeRUWWGcA9OXZOjJiIjrcyHax5jsDADT7FKBRA39jR8l8TGDTCkpx99lAftHRNjpH1EWQpNYt7iBNQuNev9JAXFEivu5+7/rQS6I5Y0WU6JKIrTm2sz8aHwOifpgrfwU4YqhW48HOHiAYZxt7IdvdAQrA7Gb6Gw/VVEvOfB0noyjkXnintDqi4nt3vXpQM/flhd2UVMUiIPf5V0a9haKFvC7IPq4dv956PfvhHQgEFR+aHhqvA0OTeb2sZMpwvqO4+yR6DrsZ7CXCXkYHi4nDwae9D2AmdS3BrxSDZmqsrX2y6oWxd50TXBgXuPC60xxomIZUerjqv3Q4oWOwen39TDMvbJ57WuWHQqBrdGZfpCbh57lxzT3cV1J8wt9h3EYeupSn8hvtjoB1xoJIxNBTWS5R2eLyJSNpSrkzoYz6c/BwS/uM7GVIH3X4O/I5GNet9amQyGTb8WPctEClg4Xnw43AWFj2eiG1VvdoNMomctHc/BsLvu7zHzt/HIe5v9d2nLjaBX0+3xG4igh/Ov94P91P997ks3/cbPdCjbu1w6EMDfFBZjPi9l4R8G0sDFC53ws8BrmmHAx0QKNddlTqRiApS/5u5x1oJ/VrPY+Jk2yFGfeBAn1IMal4KcujP84HZ2PyjUoWJUOx0I6g6CotMm0Q2LkY2QLCY9bMAq1YoqSkpMO6IRtHRjJ/+9uXCm8uybjVpTSDbuElDUxODhIvjgNtiHFbo7W7I1jZA6+Fu31YdAjI/WzJa0FUBC5w/O7J2m6Dj1vWq778jERfxG8MtHBlqny2vtJRng9lhKYqeMxa9DxvrS2UeBim1Fwb3y0Jgetub/fIEEcmNJi1lbrfARJmQztVuLPz92FwtFRuHYl/ODEbM9oK00YZttx61Rxz+HcFyEtCq6xT6ju0FMbsXrW+166EqCzQffMaj5trcSyd88oFPoQgr2tkBj2tz9o5Mx6I6OWn9T93doFzGI8l4LRxofCqln2UloZ2RuAb/u6NwqaFthjCSA/fnWd1Hl0iI6/P4F3SSDN5OTO8vt+TAc50PC9b6GLT152URfVgXZBfpeK9VkIHz+nLnwalEFGg7YPgzigK/oydWTgfHwvK/Dxd+X0xE/o8rN+4VUL3mhyA3I6kREnut055ciEPK/Sec9yV0wYJKxLjFVBaw9SfYXqzBIR6FByvqLC1gJFPcHCCWCoSD4zYDsfFojA1jEtVCzXeC0Gk3BwSDzJbBT7qwSPmuia9JbiMMBZlI1L1vhbKu7VsyFnHI4SUjf4lDKrz/F3flYHIH3HTUmytpjEc8W73O5rNjcGnlxGEloXq4Q9h/9SENEV3kivx7Nqgbbnz4Keiz0wQ1VRzfRZySUIir0hzh0Bi0crJtnrtVBdqz5rQbw0Qkw92bq5nZCa/QMjrzuRgSjhGmFqQSEX3A46sgUQJyqjR+5SsYONn2lJOlOgaxPzHpmlTshZbIxFJcQwd0ztaxvUnHo4OscdliepOwdH/xuFVwHbgseaewGeLQ0gUe4uMv1PuK69i7nK+DIsW9jN9kIuKUUnitOE4Bl/YxSwO2JLi5nrXhX4hFim7nDG6y90JfKpZ/v00zvJH9dcA6Go+2Vd5InM2mXqcn662gfT6UXOlxoREioaDYF3IlByrA9zZDb5tLMQy8uJW9dSoGYaTS2jTCGiDmc66PhHUU6KvXjdUWxiJdOto+D+r5zrl3Z/RkWyEiIo1v/l4Mwt5+HW7q1A8JtNBTSFcA73KUREt4iEhR/q63Yn4PyKyr1M7fCgPRPPJSqi4eyb5iTNLrRCBbcCibZzoZBkxlY5s4MOjTm0G75Z0R8OZ3R1+KK6Fl57+Mym0iKm402PVYaQaWB/eK2NpaYZH9VcKb7lhU1lts7yHaBCuOq+ozja3AnZ6qcYaaG6I+h9geiI4DPklUMn0GQdWop3elBRGNtwzxVUiPAf2RvcIJ60ZwZ7TkVC0iISZTqe2r5mMQ5C4r4mvbAIk5eQRyAgnh7XIUhX53Ab2fdO5ubz68rk17q0eXhJy6fCvDFifAKoODR2u+BpKlsSIq+3BIX//7VUanXJDyiLp6awPB6a+NX5RvxyGx4g2NntxmUCpyYmMuKIH2kKpjOKl41Gq+eoPtfiP8tOnr6yp9CGXz12evisahLOIrp+qdUki1SYfDPxCEHFi2l+eLQS/uMdmNX2kDYbGzwnoPq+A6fwkOG56AJLrCvN8Vj8NhxoYLIeZV8N0iwDL1JgEt+CUkydKOwELpu+UrclnAdbbriDBDMvJ7WXwsMGoMTvpXuKdxItBrtSyZ8SQidplXJlaXhkDmxBHB6zm1UOdhLV1EJCGlb44mjq9bQDt4yunvRAv8GP774jFLAgrfGbv93K4Ggq1cHuVWZIHIlb9Sk34xyIhCn0sYbIFX01F+fvvcgYU7+G9pdhyyUZ+fRSwdYF8h92bsdRPIsfht3RXEoIGLiUWhK32g9fW0fkFdLoizv1p/PEBAb2enxc+ZjcBscYuD49FCGNA0f2u9j4TspPruZuJbwZrAu//rDRIcuMZ2RsgoASnOWOg9Le+CalVHOrVZBJoKZ2ldqNwlw0aeemJNAYrdnu4PtySYF01mTVLFoi2Dw9Pj8lTfzNyfeqaoFDwSWfVmf5JQ5w3tvOOPJuBMpk1wLIEMmJGCM9HbOOStp4f/2T4Bv98P+rM/JYM1Utws409CDZ98S+VVMXDmvPWKGH081KWen3rEh0UhAY/0K/aNAvPLrFO40WpIX9l1f/qJiPCfOUOeRI6CIh/+R45XNTRUazo2HSGhqLi21evkTBhqdd8lciOwVQyM6NqJR1UDZrY5aSSQ7e5K5RuMhSu0ojq57NS+buib+YQZB67NY3wOfiWwU9W169uPRwyeMzsHj1B5aZj/H+ljJrxN5eXSd6B6q3NToaRdHaTzruv5CUZA3dudNypNMajPTVHm3Y9R8MPWH38ZUATG8tNK62NE1PL45kFyRSMUzpnEG5xuBBn2UVYG5zi0IPjsIv0S1ddI8nilI7HAzPRmhbueiP4H5dXoEHicHJh3OJX//8dDCGWFaFBmkYiMSrwko6ioPigrhZBCVpRkhDg40zn23ntv3sfeHFKIkJCWskpGv/P9/XWuc1/nOvd9Pd+v5+v5fNzbGO9AlloqPMBUSZJ7kuBuTJF3YTIeme2dWflimA7b7T8ITC0JcIxD+aqyfySK4jmqEhI3BBX/qu37bqbC4zsXU+5ZktCMc1qNSu0Q5A++jSFXuULHr8wByhEScvzQ0XT34jCcmlyP+PekBG7eNWempBDQHqJFIPZlD/i74g1rbPKhu/OJR/wNCmIqTKXMUfrAjCDq74cvgafFjhXwiYJMb0Q7SZVWg/nnnfSiynzYq65UcMkdg+IbG47zH8uGDP9t85yxZphzLJDtuh+BHL4c2Cp+0Az2L7TjdItTIfHhNb4qdTxy98iTOH21APrVeC3yBJvAdI+Ut8GHMNRv9mul7EQkXHho13A4pQTUWG0WG3E4dG7Z6Yrely5QXBJbG7NKhbCX51Ue21GQYNZ/Sy9ftELYnf8Mw+SKge8iq8X4CAF5SIYD+tgCEX5p4yPiVfBLWYKL3ZSALhIcvs/saYHAvfmtwslN4NCp/BRR8WhMNvXYM5dM0GzxmAtmwoJK1bv67y0RyCxMTys5sQPOHq8SbOIvhUCVhh8bDNFoX4z5q1aeQTgUvzMctqcIwvdLXBR5H4NmHFai/zh0gcTjnyP3zFMgpeBtT5IaGf2RqaUJG/VCqcsNuR8/CiHRnKTmmkVBGiIby2cWS6HmK+Mj7LU6IH5yfHqdEI70uR4XWl5AIBo2w3NZqwEKnnkkeRRikX7D55mo2EbABuYaJNtVwZbo+9Hqr1gU/LuXplbnBvpMp0197meDkcTQ9fuuBITlVEicvNMJyUVbP7gPNkGexu6rB63JaDSygWvrSzTMLPvw2bQVg7axDG3jOg6d/kwaIsw0QzVbMJOlZyN0Zf+Zfp2KR6a2W14nVivghMxym8e5IhBK7l6qVg9HHDm8yVs90XDdSSSS8iYKundUdiS8cIgg3Gui8joUePcHrXtsN0N3ykmh/Sz0c4/NXk78RAWzXhnC0L0GkI1c6T02ikM3X7/4MHYTgd5LkzdRYjXQcPk9T0QWDj3jvvfZ628JKDLsMW21TAGDjs9rc2xhaC3kVsFl30E4krd5P6CqEjTOGHNFPqEgv5aWW7ucmiE2pfLczJkG4P8q42N7moBYteWHNSubgKnGpCO/IgWChCLMyq/h0G7hWydyPDrBRDR/79HzVUC6NTpU/JqMHvGYDblJN4PV/YWdichSeKcYdF/yFx45WBqfpm51QV+3iLRTjwsMc8zu16WQkVD1XY1rwj7AE3Abs7VKf54ryvZdEXg0bC5v1ZRVAFmi6h6TZxG8OavjF2aFQZdlljj+6mdAde7jrt3MJVBjzzwxYYRBLpdHh8S8WyFItlYi2zIQqs42hiekEdHxUWbZiehmOHZc1Zf/RjMw77Jxv+eER24qK7Ey0A6tpWxHmQyToeTrZUmnLyS01O7+qMI9Gmon3mpwd0bA0eL1ZH8CFj1xZsk8ep8ClrbSf7oN8SBsV7a/ygqLsMHvfXe1toAz+736A+ExcOKX0vtZHiKKKuy8l93fDcJ9SSVeybmwERK6fniBjGoFdi7D51rY2JU7nHSBCgwq18oP9kUg4bIT3UqPa4GhbWJihX59LuMRZvFwFDIsP5OhYFED9knona1qJXzknuBc7scgwb/2j2ISsmBMML1t8EIKcL78Gv+cGI5sdoc6OkoMQRqWuwwdRTA7PXRaJZmEkn4PGJ6qRkAejWY3kSRD/BtGTe9VHArahdONYGwAF9772TFsLeA0r3RI8CoWtR1c0XEULYfK6vSnL1PzgIb1Gza4hUF+m04jbrw0EGg/3vd3mwJy1fmzybVkVH7YYljwYz2Epj4cZF0sB5vz5QMYjiikTWHf0E5AMOQzfJ6dUA9UnzLVmREc6sjtPtq63gZc3pOG45+KgEKUk/SmklCOUs1g+uE8WLk6YRD3vRmKKvHVTJ1hCKPjd+pIxiAwmtxm0g7zg5zB3pEBqRhUEPPcoHi4F+60ZQyHHiOBb5SFAA+ioG+YKb/Hbc4gQW211L9cD/KFKOdgLR4FPbHVUv9ZDuePTQWePEaFydtDr7NbMEgZn8qvJDsIdldKyrm+ZMAH195cfBp9Lx1IEP+n2glvJFh3y6vmQ90KnFe/REYy3IohR3AtwDJ7Os5NoRCelPVs7AgR0Nk1EaWukD64NPFj/qZNBfB/XE3d9YuCHqlVhBbuoYHlelLEhnI+sI8Y7chh6Nf3hNm6FBeD+CEO+tcokPPf1TihEobGt9ynLPOoIMv79lfADoJ33+8GhNFzjcWf8i3Zpg2wQyNTc/pESIz6o+zhTER4Ts1zoS3J8Dj+tXaWawNcmtEZ89eJRFeSvPgxOh2g+qSdfXdcCsy+v3u1na5zSZDI6xRjPLzr08zMk6qBlDbMgBoNh/jsuM6k8QbDX35t7TznJkgZZY8VXsQj+UFO8xSuOpC6JhJWUVQLjCfP7LlSFYUS9Z2u1uTVwHdJnod7QxIhxUlTvHxfBBpOs5Q5NtcNzO0VWTmmTXDSaUcnm5GCCtr3C45kV4F/8ANqvV0cfPA9hz35MwKdsHYbjPGoh3dLhQJcu5rggNt49+hkJAqVovT8h+8FjTLXZ2fMECx8LCE/r45BgqP3T+RZdEFv0tKO4dscOLqlaponQ0bEzCEJTYEmQFrpja0Mj2FPhsDC8DksYm/7+KAgiAaHfvmKS77OgYmqf4/+tZPR/T33PPZG5UFXgRNnfRuCBxTdpcuvwpCc/k3rPtEh+MKjw6BNP4cTj7aVVZ9Fo9kXfy4U/aNBVq9DSL0GFZQzv7/kKItGwzbHn1A3goChU0UulFQM6mXikPAOj1baRjK5XdMhOW+Gw+Y2AtxywoROKgYZDn5V3KztgxbPtwsFGwgeDRtUtDPHoo7TB25s2PeAqKAW645tBKTErr3lPR6Dfg9k+K6f7oIIgVOlIfJ0nw0WPN/cJCPJLAUv7qtV8NUHiduIuoD4a7PIG8cwiCsj7/1YzRCsrTpc1dNuht3Ove+f+BNRbMe6mn9+C0TVXxhilqkHm6MDp3qUCIhBO4daqN4LpO/FRqdUY8H2hs0J1xQK8o1bPMXL0QJlOrnmJd8S4KEVS5AyPferHy42jH1qBzUNDhLmUhn4Mju0X3lKQncvH3ztd7QFPhd8vvPUNAY4k0jyPnQdAqwIV823i0Ag7fdAYlQVONxOfPeaJwzxz8V9vsXRBQqGkeTUOVf4lKY5w9hFRqSFz5rdd1sg5sLv0kXbKji69rNT9QMB8Ykf/zH1txn63Rg/+hyshnMPtVgjiAS0KZxWnPC9G/xVGscVXJ+C7vi7HtNtMuoKnm83O06DQZ0/hk4vE2HB9PdyB5mMKClztmOpdRBwNjPjT3Y2sFZed5DcikDOrysOmGFJUGjxx6z8bgEob3nKnArEofGKiPf3jg7B20tTccE/KZD1lk/mWSUJfZh7x1c2NghT7sF6aY4ZEJNfn3v8Hxn5qhBHa11JsJK3/p/BSCNImXxNa8LgkN44i8LyJgXqJq59bhyqhuU/+ceseHBoNW71bzWRnkeU/T4pN/NhdPMVs4twNGIw6Hy4XdUJ6nss3N3kqqDiVI2PxmA0slTcesloTINxxchCWyMEL5it/+unz8MBljvzDqsdEC4r9HM3PUcKjl8LdD9GRgXRokeZL3aCZdIfg8OPmoGi/YO9wZiM9l7/9uLQhRKQenVJVDC2CHy6LbCDTBiE+cfzwVqnFY75jvx1e4NgPh/3n2ESAZksrZ84p0SDgI/a1RLmuTA49nfwy0UK8nHQTZCtocIXG5Exrs81cF9Jhr9qAoee9E3RQiTSoEBsjnaHrse7FyvWl65FoBvuF4vM9vWCmN2s2dAWvefGMO3lC6KgzwXElGQWGpTzah5pdKHCyou1Q+fIFCQe04HdpD/Pn9GPDGNSlRCeuVakkkFAT4cPdi5fbYPCzJrOv2olwNCcfXToFAmV7T6x+OlLFpSF1Fwdf14NOtjzwZ4Pw9HkmeJTexdo4J5xv0/pVQHkxcaXKP+MRmfJ0moKrKkgU6skLPkCB0OhxULP8yPQFwXh1mqRfkhJfdUsUVAD102ZuC13x6LGxRVjtsoBYG4bL4rkrINO9HMXwyLdL6Es9wOss6CuL5XHvLkRPkq9XXPBhqOI46TYgz7NcC+Mw1rhYxEYcV719DPEo/rARCOkFgNn9p7jvfSjGHbhxson7bBo7ZG7qfYEDaJr/qQWCVHhn7K8ZbpCNNrUW+kwPZQOseR7mvNf80CGlFf83xwGBTNcKUw43wPc99NwTL1kkD/YETDDRt+Tk7gffs9SgTVv2PK9XxLoJw1MY2SikLGXZOCbcgTszIt799lFQOdudRUZeh/IPM/ud+EnDTb790nlYsogBSOz7yRXNKKI1WBY2TuA7DfagnMsAeRcKDUQR0JfueBU5OEOWJh4yO6uXgxDac4r69kkJND7xab1UQXUH//N5+dZC+/1VIjq98LRFaGXpp4XmyHcRuTIuUQEJp/b/B3ZCej54M1WpbYmuHYx6HemWiMkTSTc8HiCRV+wunFdZ1pBl30G4zRWDik1Q2annxARx5TpgxsqtRBlxcatyREDeU1i/9IkotD76n78OyYaqCZ/5zR4R4Xn78VYTNrIKF5rjtu+BEH0c7VR5+1GuJPEJVrFjkOUI6drCAJUIKyYyTkbN0IrZ4LvBVscclTLyJhgzAdDAy4P/fwMKPoFZ9QeYtClr1pMMrNlMOsxWxTv1ww1ozitW/phyHND5UJsRgvIzPFuZ7A0QOS78rP6R4jo7Kx9GWl3H3hO/Zz65lUORzGd2mKLMeht/b8FccVW6DkdKHlCqgxGdRe7axMIKIAteLXsMwIRdnpjNSuFLNUyxt0ncGi6QDlWJqAdjsu9Gnh4pwS+8LIYvNYioayAxHgxsWE4dGOfr65ZPRAz3m4aRRFR8KTIg6/YQbBWZVptKSsAL6fmNt2zMehVM89FW8ogbGs/t7Z0aYRUwh6GWT0K+vXQ2CBSdQievqzE2tqVwtV9f1e0XUiodJTkOxBKhdkrr2RGuSqhTPlchtxLPNomZxqw6g6C4R9dvn9BOeCCieCUTI5BzjLiT1waqkF5ebnjq3EzaO5UX9Opx6DBsVoXm4ctcJThVW+ZaTpoke29JjfxyFxB+u3v2XbgvLlXaHgKB1VnZGKszKNRmX1tQ8h8MmR1d9SMTDdCcJr06syVSCSWJjPqS+0Aa1jNefY0Fbrjrlt5rUajec2s1xS7Vpg3nVUTWMiE0aVT9Us4IlIaW1aNjUoAz2b7Cu/2BKh7vOvbPYsoZCBS4uPd1wq+nIdk0i6TIdTAY/QBMxEtPBC3kkwZgPqgn9KiLs0wmp/Fp/UjBpG8iH1jUTTQOX0lPN2pHD7tvMB8w5ORhIdGwy5iKuzstTG9sBMEG5ejQu8GR6DqBdaqIz00INM3mF40nc/gYOgnNjIKzTrP4ivaA43HX2YFLzRD6aWvNJocBR1v2Vc1GUgFasr+qf6xHDDJLW48F4dDeIyPSZJRI+gF04S5VhtgKGvs5J9+LDr8KSrup8YwOO/l8RO43gAl0b8yeF8TUNcE1FVm0+CM8H4ts4oEkLondOZZajQSvOLs9YdAn09G+Q9vpn3BhMeOGsFCRJsnqkNZn7fASOe+2xuUZlASrlR/wkZATAePMTel9MKhFoZun/JMuC9QUnsonoK2Blkil/yGYJgrOXW9KwnmuKxNbmSQkLHWV6kKIRp8qhmpt+SshLFmvy3vZDISH7g0EnyzHQxyJmV8nRG8njPPM5IkIY5/fUo+S8mgXXqcaHC4Cs5UHRi9KxeJ5v0VafPNrWBY6bN2TxgBc7rGyY+dRGQzNJaYMj0EMsYu2ov2idD62vzUuCARdfk3vbB2bIbT/MdS4kKKQG8gpfukFAENNDB5Hhwvh/0JqrKbPYVQKeGjcDEzDOXMTBR7nK2GnUdJjRe/FoHv9wK2XsFIFL+/3XJmoB5ODpPvF8VGgsIV5CtlikVGvgUG4jo0KMOqT9j+wMNG/cccghEZRZQ9dmq0GgB7YS8BneU4MMie/vmRJRbJ6T74cz2gDVrto/2yvAvhQ7jrekQMEWFSQ/VLt4dAZCrpRcFUCVgsvw5ubCeiXfaujvj1FkBiJpMDmk2gaxP27/gdImKVXSbEWqeBVOzajM90OQTLvZlOz4lEBb7nCxswtZCRoMcRzNwAsmsffb7YRaGWPY/nFo1bwGK+J4V2lt7rZkrQu14C8vLQ01BfawdBZ8dJ2+d1UHXly+xl72j0XUhXz/NxKQRxlko7MhdDdbhf+G1lDPLn8T6Cme6C435YFZV9LSD087MSMYOMBJ5xqx5cHwKO3bmjUxZVoPQ9MPvGdwI67UzIOmnUC4R9n9eE5bNggc8+OY3ez/f0rk+TDGkwsMjBSajIBOGqrwuTYhTUJVa/hQtDcKfpPw3NnAYQR2JsAW9xaP94toZWcDrMPdW/WEUqg1ytx8GKDRj0ulqUR8+gAXamtau0dBph/djKLx9vLNJ54dE6GdYO0W9DV1d5GyF3k7QnUJOEaqunCuBIHdjUKURk2ruAJq9R1vWCKFRP9X/KwpoJFRfeDwipkiF53QtLOYRBvsMpxdN0TqsWzor95kzn7qBa88miMDrHbd8edgqFv4mTg677m+HWhdLDbF149PHqy7e254ZhKC/aXrS0Eohq+tcq6L5b/1fFkR3XCvrX+3oFuJ7A6+fVd99MENBI6M1VE/dm4GcJvRzyuxkuhuknySgSkM6g0NlytXYQ+CQd+CKpHG5H++IG1kio6+JAudt3GogOxO7Y07kjQjz9I+kfCdHxJdX2bSs8khXjbhRNAeXFykv3DhLRiRql2r8nEGicOU9IW6mBkrggSn42FlUoaMZtEmngY35YKGs2HbYuqg1y+pLRESWNS6wSPaB9KP1nA1st7G9TMR7foSDBkW8sEh8HYMI9ZnRgHAPHRPifnf8Ug8jdN+yvsTUDWWGuR1qrHDgumvJwMuORB3d+OEahHihq4n+9hMpAy+VkREdDJPLLn1I8fKMbPvNxUibdsuB96FxiSxgFRSTmj2dW5oHkzo93IeoNsCHe8+6eTRhK6hnRGRtBIJ/D0iijmgPUj6WM/Ts4ZCCvzaHv2A2dbLFkv/dNsMi3vXu0jIKu742TEWZogZV5I1ziuxxI30oflyrCIxuZylNixv3AY8oQeGmEzrPiHEof6NwtoM+9mDpGgIZP+11nPyXDp96k3btbcai+qPwKx0QZHPeJ/sSlWAbL+w0z55XCkCTHkelk9XaY8D/Q9qC+BAKuLflFfSWhM/VCOM6FPhCSljZ8NlECHYUix3fR9XnkP+HA+jIbWL7mKMnZ10GHyCNbubMRSMHMqVTm2RAIlg4/3AqtBoGp731C7SRkNnbh4A3+VGg+EDjILx8JSSxfA33DotC8oQ3zSEAXpFR1NNw+ikDc2fmRswwF6Yyfc/s4Qs9fBquJs+RGOMDcdQve4VCr5fodRnMa6C6PsIvyF8IURZGftpuCnikEmRjL9IPO0R/+5nS/TFyfIuEEY5GuhST7lxkEJ3Os8d88SqDoUGNi7j48uj1cxLvzoRh+NPsJZ46UQTZB0NPkZRhyldg6IabXAz3nleaFjtP70bbXIz7OGDQsZo1p2JsHhVzyL9vqcuCWSOKHsGIMsi6wvmVFGgTl4xZHrA5QQe+RNlejXgySlDhhvEPntTN9u3Uqjz2GHUeWpCoTAqr+y5DLwN8Kdunzkt5cLYAREbLWqyYg9yL++qtdQzDXmuf0Si0LFNpPHu3TIqJDtvyXb3xvgweWC+b3V+thVTDAOb+RhGjcMeFjLuHAK4bVkXMvg49uedzPEQ5NKblnVea2wPyDQ5avWRJg142de7vOEVCs+WSBRUA/hJbu7KZJNsL3/o8fTJYpyGhQWNQprhOOHZCS/ooegRgnSutqjkY+nbu0Mpay4CeO3CnRRQWJeyMC6hYRCLkVGq0tIMhtTFx4JJEPJUJN7mbCOMTJxs7IYVwPAzv3snMmyqFTtsHeWgKLgggORXYFHZC0JRjXVRMA8uEtT9smolEJzQcbk0D3RR220PodBSbPKdg3h4Qhc0Mxp6nOMlDvvpvRfJUKuBf3hWkXwtBMYQufHL2X+2WOIdGCBqinfkk/rxaG0nZn2W0R+8EpKGotb5QKZjzYsPElCvq9bPOhTjUfxu9om+is5MO+m14an2PC0BG1kfCPejVw43XaWDVfNPSwt55VHsOgM9n1Mdg2Gjx1PBvf3R0L71r2G50zikaHxD5Mz74oBxoBQ1eQAtitY4qYagy6Zeu33FzRDyX7P5thl0tA/oOd+bWcGPRvL3/NudluGGJgzCrDNYDwbzcZ4icKcsMkfrEdGYCnA/sNUrCN8IRPUzC8lYI0GMXevw5vg88cVX2uVxJgaHfAwkIoEUXk9F8T7YkF8xeFT4tiCsBnhI9XlA+L5KQ8NTvKBmFdscOEh0AFhRrWd6ekKSiyRlvoSFAbFO9sukZJlkO6e5bWcSwRpYlKZ/xJHYCvtRdFPC+mge9jl/P6PyjIIXifZ79nK6i26p9eP1kLF/a9ZVXpIaDgWk1c5Z18SONKENoupMIP4h2bOeswxG0tOXWrshaeUA0W3gpXQ16L2q+ZlghkHE3tJOdXw/7Nq84WZyrBUKpC3Eo1EvWon3br+dINBV4nV0fsmkG/6wmv8BoF+btWmV6j90O3N3UN8dNUwKxKFnXIkBGPz5y23IcM8DQVx3OP10Nv+5baAwEM+i5zbZI7cggOfLhte0Y2GwII7JVxNURkp88Xd0+SBgepfrctTHEwG/hKPvY/CtIdylL9nUuDFoetNPnHcRD3JiskwIuMPtjzL7nH9UDVqHn8RFsFlMvvt2y7EYPcfrGcs5NrgnHdunHnynpQJHkanVbDIqnCipN55+l+LJ9w4qzIBZ1Q1PPQgoRUS94Eui00QqerrgA1ogKKOJ/qvj+BRXGNaqMMiR3gnXby3E2zSki7fcjsyyYJKXi7V4Vv9oFppZ3QkFEzPFKXHvlZHIOUB95bhBwagH6d359slKmwwxuZ/5jO1/yV2BKWM8Pw9FmJIYn6CGoZLS60/O89ZwqTbEVjBwiSQx5nPK+FwEPt8osc0chQMDtlVY4Gd04eSWOgz+n4XTLZEUNGX+6PB/8ht8Od14fJ932bYdB7wHtVh4QYUo5JfDHtgSfjam96flVDazqbxH+qFHStf5JF/WEPbO1nuLtmjoXB9en4cTof+S4Tnp/+PQhn7nVhVw8EQfz3Q3R7U9Ca8r74c3M0yLrnUiEkVgxp50MTHEaj0QtVvTP8e5pgJOlCvv9KKbQr1K2rX8CiXe5rbZkarvDnSqH6Q5MG8LSIkOyOJCAbwU7ipStBIMFw81H58TSYm84p7TqFRyki6iE+RWng9nPwXoNjEXBOqQfYNkci9TPWvSl/hiDFrsLemp6HrKe+/GD+TEDvpeT6nj/JBtG9Pq3KcXnQHPPvjoRmBNoetdhxZBoAdOnqw8jPdeCmqXVUa4OCAmJ3frIn10L829o9H/rw8AFT19BiFoUuXrcTizvYC9q7zaL4Gashex+Fxh8Ygxq22AbPedJ5ZuNFIf+uUph1FjSlzWARQcNxJHJvOzySg3t+ZfTff3mj7/mViK7WYfJFzKjw9yl7nWBOOZiJ+rSb+uDQWQrJdvtIC2zFGwkNZ1VCaoox084AHi3MOajJR/XAonoJTrUqA85p9b78X46k8zIZ7X1PBmnpwjE0RII66/epLxXoPWFC2j/ANxHi5tHND8oYuBJmwZ9mi0Xcij8v6Zj3gcZygUi9kTPwxHSlDq3GIMdDT9mJM1QoibfZPE3vY14xeiy39uPRe8X63w9PtYH76aW6JqEn8Mc4+XveFhE57Kr3d8KVwIeFnC573zTA1rsd9xPFoGvVJKGW/83ru88EN/rnhrPSETl9PDpBqmxTG2uDOyi5wwaDB9uHDN2DrURUU7Z6s3SrD87/lB/+zpwBjzjv8x0+FIsupJXEqahlgpeQ8sD5i1S42ZqLCNsRyF0t4FKrXwfcOYAOrIeUQGT8wVSe4Wj0Zkj48G39HpiWPHTlYlEdBLTLEK1PxSAPguyEmfoASAS4KW7ZlcOipQNP8hQF8R4/UMrWUAUGLASn0rJg4DosG5E0F450+X6fkhUbAAW3S++exJWC5lr4oilfLCoozUi7PtwHZs4PlldRIFyxTLgfv07Xf+BsBKU/FZocfjcPbaTAM6fDnZycUehBW2L2jvsg8GEMZsz7S+DMtekTAV4UlCn25Pch3YeAPB16lr1r4QSeV26jGo8czV4CJ12vk++Ve5L9quHXxs7tq3dxyDZAWENlrho8GiuuceZlQoCytNGrhxjE7tkQTCxuBwxv3rqAWTl8TnH/1fkfCXnvMnFWt4qDu3a72byHwkB+R/rF/r4olMqmaP92zzBAE8WJkzsTmM9q7jSnEVFZ2nOpVw7V0Mn54R6rJxVocRwjazqRiPdmlstLvxYoOGivFHGqBir/ihs3rhKQ/QHd7suNA1DPKEBgvlUPKlp345o+xKBto8suTgvFYM7E9j3vJhX2vr+7PLHzGs0pDpcooJfwfvN4fMGpUnhmqzmSeROPzsuHY4+LkGEs7dqpd2Np0K0oF3LWGofe+B7W3bbsgLgnBeOf3lBhII36y6MlGq3tbhKq56FB81mFKHJWAHz8MLt4q5KMsmjeJXjFDuA6YxbK/YAMxD91m5+I0cggZNrJs6AV+G5ZmLCn1kLCjxkV4zYiunP1pADHLXo/eU8WySovhnLGzJf4Uhwi+t5JjOZLh5zpyUO1jbVwwEmnIH8Yg3DSJYaJx6qA82/8p8qv9J6z4j3GlRmBLpl1sQ3qDsFJVjWHoRMVcOVO9K2AWyRUwj9OO0fnoInpGwlpjTXw5tunlyIkAnL8nVrmrIGFPqZwgdLeXDhw7pJAtiMOnbozu35OowV0hCUslopL4JXx9zr1KTya7cNJutvUQ+6TN7Rz8VRoEraoHI6PRDGiaQcPsdYDNrhZttIdwQT6UnnvVSQKQT/PvB2ngeTc6V9W0rngbdF0V4SXjEpCV73URGhANhzazYUpBqd11VoZTwoqWw3q82WLhfmtdMOM27XwqmuDVfkXFj2Y46veKzAEzV1zFbxiDeAWrmjbUUhCP1uSTy3O9sPJTotHVtuvoOTAYlcEcyzaP2+8s/WyG06x73/c59YIRvvN5ediKGhY/YNmys1auJeQsUzw9AfBYItr5ToRyIpqJJ32agAO73xzilCuhbjLLDo9MzGIwbz9gKw5Apv6BwIWP8sB2+V134BG7zP7VmpeibUDG9PoX7aPueDc7JZR/JuIUKZ/nN94ESzt3FSJQDh4s0DIDefDIKx7ln0/nftk/zjmNOwvhuXAr6r3E7FIdtvw7cSeBtC4XfF9H0MuaHwdTDpuh0XX/T0liox7QfWJ/FbyxUowCCol6eVQUHlFWUaI5SB0YxbiwjUaoU9bIZYrJQapFmjhvbN7Id9T9hAXYw6ofqRun6D3N/uPBXqGe1sh4VKm6ap8DFD1tuUcrQjopwqJmO5K19/harp1XSI8GRwadhslo+OdjAFOqa0w4hQYP57UAA+qGZIeviMg/4cel6Xq6bm1IDl+Mi0Xhoq5dzNLE1HCyPxkGHcL6AlcSgsyL4avtzG4m814RKxXl3ARiYK/IumPOvQr4eJvn9OKeBziydT6LnyAAOLZFqXXeaqhaO0C7QUPDmlL6nExnmgB16X3bKEVWXDS2F8wmc7vL9TivO5O0nnTkSFHmicZTHK0F5fY8OirW1nJmWc08Gh6qpCsUgfqX0e5u0rJyK7M0lpypAc+DU4OM1zyBDajXQ0izjFIJzzaiQDDgOlyiBFZ84SzgeZKr/0IKDdpxIc2hYBF+OG0gGINvBoPDdvgwKOKDfyRdA4anIzRPbvfqQkyn039rHhNQfi8Pfc7DREQPib+eSBfDvs8NV6w1eLQsiGVYWyrCTb+PqV9XiiH04dJ9U9u49BKfAfbN4Fm0Fw5lOAZXAMu3cIx+zbwyGzkoMmdU8+h/+hFad3iBmAz5vIiPcIjxvWF0MLzT2CoLHIt3rcR0g76lA9l4VHAqyMrtK5wqOHgoDKhTOD4ksBoFYxH9xY37rK9GQINt1o5DYSAKhnk+nmTiIr4q95IRLbDZPHA2fDvdSDnHeXx+hIJOQxZfTod3ARXUqtc55sqIYyNtT/kHhYVNjbtvznfBdNeHqJPxmuBrNsruelOQZiHi7Jv93WDycv5oLnTZWC795+MFpaCeiXGDLP21YPJd4fgx3+a4XjeN4UcTCTS5xIKy44sBdHSVgPXbzVwfeNwh9WpMCR/R4l5nW8Aqq88WysaLANa2Xq3qFsM4gh/T6D+pkHjOTEUqFoPGxr704rYo5HqkQXMeWor2Lxg/jCVXQLvrp2+M7lJQD421xfDV4bA+1Gai9DzCjCVLG0b/UtAkn4Of/tdSuC2stXfl7ur4NuW1Crm72tEXRXy4Dk5BBnBUs/VzyL44cNyt+K/aNQw/fig+TANjGz2TUSmN0EhW15O4KVoxOip1XbhShyMUjmXqAUJwH9IyeR5DxbZnQ//Kv5+CBqj2iuY1whgOxZ3mnCBiKYafXGfi7qAj/3TUlxGGWAVvxQ0XSQjAXH9l72C7SCaKZLSoP4C2I98tqodI6HWbNyjGVsEbYKDKvtWXkOWTFHHuQksMviXkN53lAgQ4defdaUCXA4YWl77ikUpDZcl5JOq4e5Dg7G8hSSQtjFrXdLDoKXYPcFGiQPgU/5YLvR7FZjNm9UrdlFQbgPWkkxuA7ua++iAby58+nZf8kI0Ed08q/35iWMHbP/78UMzOwnUm+vZSun5Jf/SVeSDZzPct01I731UDQcuMFhuHSOgGP2BTsGxAYjd8W4xvJYD/b2tZpjxGCSq4bKGlRqk58VZH7XRMuAf11R3LqIg+dHHn0SKacCrKCBZoF8FbTlvmw1zopFQ9+inFe0WKJ4vcqZeqwDeQ3a60nN4FKRRpytu1AacSKXC51gh7Dmm+ej8eRJ6I60RlRzaC98CjdXOhxbDXpwJdyedT8/alDRs/O0A9enaV3kuOHharX48TTcaPS16V5obnwwnW+dkVZ+FwtBEUVbz5yjk9DuI1tPZB2U8J3WuaCfCnSe6bcSdGLSCdxQ1rmwD/+DS9F1vK8AxZ6TWooSIZpV7RbMwXRDAXh2oJk/vA01RT4w0Keh8+oErdYvd0Bt0OVbAEcHRzb6A8kEKYlz+jc8dGoRbkcbjESEI9HlJJhQmCnrgc1PijNQQwBTkGdFzuUGohjwSSEITSv+uOmWnwOdRs6uCe+rgFUVi9t1ABHJwFPPKjG6EHSFx2ZS5JnBmWL0Qt4BFeKMfSt4aNBjETeZIs7TAWF41C0WLglg7Q3XOuRSDjVFGqe6ZGtjDSAtSVMSg0Lpwk74fj0C/4qd4lAwV5h5+7iopxqP/wrfZ7qsMw/C4vO/k/hLgfUNyx1nS50H4+d7/0gZA2pM3kdOnAQT9QzX2/I5By2pMA19a+6GtPtp5GovAZdenY3I/Kaiq9YumDP05Tur8muVTLAejBr7Ub2/wKHXuJEH2TTJwYz7r/3cxH+7ifps9uB2JvBW8WLLsWsATX8ElWY3A/6EP/vA6Hhkq+r6TMY2FyesMN8sd6HN3vLVIWh2LnkluJafq9UNgc8KV60QcbPXMmxZpxaC62kc58wUNkHx4pbccXwQespjaJv8otBi5VLuPjwayZ4edIpJq4WL4uwCtTDJaVRQwHvKvhVl+to4sGUTnGm98k2kUSmQUTjpr3AmFu4zPR7eTQOj63o8fzcmInJfu7RDfAnP31xQVg6ngqCf88jwfEZ25hH8V7dYCG/tOXLfjxILD7zd+rZt4NDyc/cOmoxmyqrfXDcNfQZ/xR2nKYwJqqLjBH6fXCvHxvz9dkWuGy/dvjzxIISCPB7vPxbsngKx0i1QPdxW4Xu257e8RhdjH5I8fK/MHZuFR7PKRCmDO2nKLPUJADC3yE9XkMmgU/hbnUl4LzMWr82KJGFRLKLV540OCSpEH3Iz7W2Ap/vBqUR8WSWBWpXn3VIPb6X9sz7ebQfXN1TMUBgxS5L1lVrZQBNu3DfkCTlbD4VOXBwvsMUhpGclE3UVAOonNWrNPgesBvXsUmrDoR+mSfkFKH7yIydZx8yyC3JrtxxFLMWj+r0ppTGg/dJiUlTSYVoCVAbtlM0ss8j3fL/vOYgD4B7iMq2awcGLzXOn4SgyycfaRfPOiDuaKU0gvUTFcUBE7y0X3o6JVWeueH3XwOGzJOz6+GNyZ7l8XC4hEwbfPWv716AO3ScXPkmVUiOXaxWTnEIPy7CaoD4X6Qb8kQZ/fJQUcVc5c4v9DQbudqJX2DZ2Qa+oVsyaIIGivPW9AERkJLRzzypVtBiSmh+WrqgA/z//GJejntecOTnCnvwxuv5r/mBX3Cha7dE5feR6GnOvzZRjvZIG2TXurbBGdUyw47EwIEQjzMQHOX26G+pxuA8xmDlhsXooOPI5HPEI75nH7e8GsfGX/uncJ8LFc2vszkIJorX4/cp3SIFth1lLzdjHoNOyJbxaJQMrf4zaZPrZCd0UE1DRUA0vxrdt714mI+mv1Cl9rLSxbJIjqKTSDwRqb9oPXUehxlH5/UXIXpOd1Nq17ITg3KGrVSM8RzaLora2PLVDHfe1LKj4ZQnlehmzqEtFJrVffsS+GgC1vFVP3NBfmWr8lCZeQ0Ozvot31Ln2AtfectjQuAfksdWfPrRhU4fnpU+OJGFiu+/YTv4Eg5zhTfvB1LHqhMbHrSVwVFIh6fGmoQnDdTCxAqDMCrVDM6lW0/eEMtWWGQ5QKNZav15tM8WhyLRuNno+APZIj96woBeDQ7v/+PpHu68EcLhPcEPBY+A7c2l0DdwXPHGn5315lqSWFlDaD+YmJl8nLSeD5fP7JcUcCsvu3Q/s+XQJzOfE5cW4I3J6f0MmVCUfzVcXacem9IBlPo1bvjgDP9Besd7tiUD56hHtzowN4c/TKwyJzQNPt4V6GLhL6tI+54V9IGzy4k+/iPlsMBlwec9wBRCSs1q+QlTMI5WvOCcpeOXBYMI/gJEdBRytZlRYSG2H5uc2FByJJ4LRy1pjnABb5O+0QTjR2QY0sr8fpCipgjuNvWVlQ0JMT7oux/DSwbqmVfe9XB0PVLfYKLyloX1lI5saHPnhZqr3NS6mCt6scaif5YxHTx3xNn589kFX234Et6SxYuro1H3+HgnpEWm7yHx8EURnJ54b0Puvy6ExzU10MOt/e7KdPS4Pe1+P4eYF6sLk1dZBvKBJhDMprbsgPwb3IyIkh2UfgZTfHYXgxGv29c03COmsISPkZe1cLqfA8oey1mh8R6Qb1xe0Za4NsaDLj6MyDlJGrN640kdDZYxoJX8tdgA5k/w73RkE25kIgmUBA3s52gW10Xo6gaOGmz1CAlRg18vMdBXnbrP9SZe2CpO++1m4PmiFVM/LtzhAZqasyLu4zyoIaUlHbq/tFUDt88TGrcwQKy3V5tVuTBva21C/SKTHwUmPWavYcBe0VSsdc5xgG3JHLy1a11ZDe1ys1VElE04lKgnech+ALM6Ek1iQL/ui5bRSMkJAh7xKXSWQHyArsdZwdy6f33skPvu3R6NCQ3541thagvTqhvG8zH55WTMTEJBDQV5ZdOkzsbaCk3nRilVoKBw5111XvIyE2F7Z7GY31IDL7Pr3sWh08FRdfMbTCojW71ntjLzrBZ8yxavhOPWScfvbffEg0ykgZqPbyaQWNUt+rAz9LgFXolkV1LhElDn3bYk5sgtA0btzRHFfY5E2M7NHAoVA56Qc5Ue3AcpVx7IKOC2AmtyKNxaNR16+SweEjafCB2eAuB74epGjb9+oSIlDKxjVv50AEMQdz4z2oddCVtFkePYtFsWWn6n/ElMFdxst5tcXFcK1fX6z4WBgyKNATtjEdBBrbnvU7shXwX5HCK9XYGMSOZw7vPNUHF/vXHn9dqYTuF3qvzn2KQWLH1Wsca1rgK3eK/HxMCUicO2Vy7CAR7d9fG673rh/6vuOuRTxLhcBjgDTpXGz37p9JVmE1vAh8bvB4dyyIFf0nyuEYiVj8JHvfq9Agt1DF9PCFJiAmXMoYe0JGHt2z3JsDjfDZeabnBv3/M5t/TZ3cxKIZ/U5x0lYuBPuqfpy/VgM7/5xvjUWHIcn4SupUYSPMe1T7Vennwofnaib1/Fhk3xGa+BxD5z3NfMXxVCq42gr5zLhikPjbR9M4UhcI0x7UyHI2wY1Hr5uenCUjmUv12e5vA+AiW9eyqWEZpD5e2XOKk4DGZLK22VoH4de5y7mudH12ydoqiClTULCbtyNfQBs4158wYzLOhr/pX17/tCchkgGjvt1UOvTvYXH14q4BtTcrrX9UI9HR/qNR+I4gkJgrHz7uXQhlOwzxdVt4FLVReTKsD8Hbur9ZaQ30nDzMtOpG51OvZwJ6RGcqvDZtPub7rRj+fngnl/AcjzptAnPqeNtg76Lzm5H6alAj7HtrQediA2NPY7u/vfCQ9Tf5XiXd745ePk3FFFTnrtVW1t4OE3E8WjMSLiAVsk9Y0ZWE/rtL0I1j6IeVpwccfdMDwFfM5ILoVwriJVlcXlDLged2FjF8jFi4b112uIWeL16NJ/Y+ZuoAGf183p24ZrBWiXDwfx6NxGOVi7rrO2GqljHN25oIHSyHb/LQe3iCWOLoCdYmqNbhmVvNDYfiXZl7v53GorhUL0GnrAFgyCy8vaxRCq53L4tP/YpBtCMhDJZSeZD3Vy9TargWbhxgD+kpxaCJrKvyE1c6ISf57aq8SixMrzc7ETyjUU+cbqRtOQ0ORvyMXJurB3nz3fddrMhIOloi4f70EBRc5/K7PFMLdfzvWY99JqKBf8u/Nwh1kE3eOT9F36uHfqm7VB+JRLj+X4dAqQRKy4o4+vYUw5GLbcPXD4Whrlt7Nu/RkqDt4dw5bQEq7C0NRw4NkSgAxaYQ0tPgK58qUwimEg6GKUtMSUegJvzVzqWHVDj09pNpsDYVGJGsXNFrHHLQ7q25croH0Nkx8+E/lVByic/IRIKCuOdkl3c3t0D7ke67bdnlMKKn5R4DBCSAM4h/tTkElJ2vbJm2+XAx12jSsYmI3k/5Rg57xYDvnySMk10diDKtXVDix6EhwnkVFoYu2HtWMVW3mwq75DZQ6Xo0esfkNRm6vw+WjjkY324rBusNvuc6QxS0S8qn/BItDBJ3TfKI9EeBZMjqyw+NOITdnXDxp18JHGe0ni4RbAKuBw0xYboYFNTx4jw2rgw+eqk/OR3kDGCmL773ShgSi1abOqtVDipXNSrF3hfDtzutHtTacFR7ocbcYLAfjLTfuZ06XgBCojN3IvhiEX5L5NlS3iCwWx6s5VmrgW+n3oQNnqWgvuz7e56218FNXYMcOeZqWJJf2zvNhUWI1dP+9Mcy2P5PrikgLw0Cmebyw+n3fSgUdtGXpx4ST7Ql3HiRAl4B2PNp1yLRr9zD+/80D4J3svp/h0Nc6PtbsuXwAQrqvNfbYXtxGCafue3+wVsE3x9Wi3H8R0Rlv7/qCJ8fhr7oI66Lf7MhT3VnrCSWgE4tuqjcPTsMjnnDr5XJmdCJc2MtpefX6Ep5MIdyK3AXv/87q1kLK8VhAqHedB7/1Smy+0ML3F88s5dZrA6kD15xZbxERM+C2Em3ogdhpiQwUftoKQhcU5LS1o1B/97ZTeueqgGrQjZG1ek62JNroW/uH4lOjjFd/nClB5TKu756N1BhS6HBwVmQgtYtpBIbcJ2AZU/VZVdphKyWQQ4CNho9Kd5tqk7PpwwdV+piVA2Uyacj1icYlOvecQ43HQhuitjco5k14Hbyxsg1RTzCe/+WUhKLAGnlC7f27iKDj7tal507HvVbT2ja9/vDOa5BE4GcXBiybbgTfQOP5qdKlY98QXCIbNS4bykDWhKXm97z4VHvnyTr/nuD8C/Y+kQZax0ElGYI692LQe/Eh7dTXvXQOUeAoZI1B9IfpO0xEYpBxlqac78WOiBFJS4Td7oMCnksOSvkolH6YsOTIJYeEJNo0Y7KS4X2yw7X7dljUI75q30HpPoApn9hnXWq4E+V8sFXXRQk/lmYROuqgn6jG2WC+/Kh6zfDjYerEUjyWZNM/2AZ9NkN5LGZNYOUlfk3u2IMSjhvZUlIK4bqbrtROd0SuPRG10RBCIOmnwUaDtB7C8Z85vFrpTIIsY5KZU4noevfF+91dRcDe53oVX7zOgj63qzy4uNrxD1cXeRlSJ/biVTuGzrNUEGgDL0MpqAXi24F53TqwZA39cbmqxI4uUcvu46+38wkpFn1nJOgSdCQe7cDgvvxXc9CP0aiCrNfZV7jxfAmb2KkXtof7pEO7InkwqDWWNMWHoY0YNvOZHltVgHEdbdNzrsRaDnzsdTCciacZyr/EOofCwO5NufiGul7Ztn/uuThAjgS+tX0fkgcvOlUypBTCENX1Oz2HjhNgyXdW9/O+NUD7RJvPP42vTd+n+uKu0EDjlMmZ3SDaqC4tLBaie4LWrvW1f8u0mAmtlHrUHotdHbuCGtfoKBCbrMDe261g2NGqYAoaw0strBcTWKKRp7VyYdW6PoK6ujJUwZCIczhpmKSBh6tbHR/2lveCjOjtOcsm1Ro+THde3eQiI5EiVz83VwKPUW4J5uWnqB7Kc5CUQODbB5XWetou8C2h/eTvod5MB5/djytGI8+LfEHrPyhQmWFlwx2KQVWh0N0F3/ikCu/8cKz7Ra4Nbybx+d3PWiKMahuPSUgpcitOanLdcDw8pRV32YFlIZVl2LXI1DamBI7q2sjXJSz3aculgP/ZGz/VNH7zysxi8mx6E5w5u171X2jFt6I9hwQIEejaC2pfdF/WsB3xP2hQnDV//eBa7eIqEZKyPbwvyEQMg8hrGykQcrJ577fG4nIp9klF/5SweSZx6HNRLpuKOLtzDQeIdUaAuMJeu7E1D67I14LY0MBcTla0ejDxUT/qX0USFJd4Jp73wCv5o/9vG+JRaNELd97+8rA7VBshKZqFey6VvvztmwY6tVZ4nn2rAxImgv96RKV0HN1LHz5ZhjCp+y7OiBUD3MGz//j/N4Aj5D2huWDSJSiZeUamtMIobG9FzY06qBpP6egCiMO+X9G39o4afDiNK3w2WQVWBy7d9a8mYwu/zt2q3t5CJ79cLD1eFMKaYUVv2fmCUjobWidVUYJjBcp4O4Y18CJWysbfToY9LVN6c/RnXL4Xme9IiQUD64muQ4j5WGI+tSY+d/jASAyPnj61DMZzKvTjXaWKEhH7/bzZPo8JGsk/FJoLQdBBvV9yp1EFL9l9p+RKh5Ues+Ua7iRYeeaY+zGGg7lm/zUuhPVCUwMV5aX7qYAiQ5A71+Skfhz2qhVCxY0mSdlg2wb4Sd3QWkjfd5E0h91Nc63gNxsBcH6RRGk/3XzXLpARLTtT8+Uq1tgkWn/ru+dpbDtpXj74BEi+vc9kVWcVABiPv6WTA4xkFB90ZMQgkEd52JZlMaHIPinxqLeSANgy23ZFQWI6PmshF4+JgPSatKOuVOrgPqiIlLpQCSasBJpz/nWDOri313lUsqgc1RrPPYFAUkrO3QMnx4CuTK2JjIqhCT7XAcug2gkmy2wm8I0BFSOjSlHhSIYPx+Q9P0NCdUbTTiqFiK4MrMWbK5ChX9ejA7wBYfeaNy4+FliAFiaDfZbhBcDVvN2o0hHDJLTaJxtBBfALs0qVd6k3/ezxMN9NXh0cuL3NJ6RBiuhkSVRxzOgtdLvUlYIBS2Vi/NNl7RAOnMVJftIM+T4O+ZHahBQW8TyvIhlC5h3vNj0yAiG9PFIHddBArofPCz9t2kIWPuPcBkN50JUS+pBiztEJApnvwu3dQHna7sjF8waoECvyKc7hIwCX/07qvBmCAzqskQXumPgimSWZz8HCbU7MOurSfUA+ysm9jn3Ulh4diTtLUcMSluvzLv2XxvkRp4XRwxlQHsRfyDIgYj0u/MNahdoUKxiHMEsUgHrZ97MX5+ORm8OXj9B0WsFwl2OjN4xAiwYML1hjCSiGwXS7x50NIMWwynH9r1UIO+PO7ntj0dnlMKimToHoZS/tiZogwpwsPvugZ8UJK+eSNx1rBx8dmW0XztEBAbuw2qfUjDIqTuvlukxDQadG0MXFchgVlA9yf2FjBbs7RqZP/aCUaTJAq95NZRqmE4dqqD3/K0Ncon3IEydvMlKuZ4CrrMCKwe8KIiDIu6kDfWwPfBvxlA0APa0rjzk1cEitjGSZlFqE/wcZeOtCULAOHdRKtQIh+rM+gy5pstBzeby3xrhDPi5M2zvkB+GAn8y5uqv0/X6dP7t/EgpsFS9JCSZY1Bi/2FailUV3B2wKGS6Wg0uZyD+SHY4yrwkxvLOPBtweo+08tmo8O6mG3OoVjgKnb7p8NiWBke/mdYYSzeDdiq75RY/GRWNtbdd0oyDQ3/KiWYSjTAlnHDk6iAWhT3Y+aNNTQZjDGX2Kp13WbOP1CuvRKF3f7vNj32kwfOD1qlZIdWQpBIzs2shGm3f+XWlwQ/BnManhHuR2eCRd4LqMIVFe3oVnTLyh8A93A+9vV0FCRdmlA2tScgV/2yR4U8DbIWClhkBgWFC7L7UoihkGd0XTRrKgqQL5XkPtBCE/hK7/PVGOOIz3lFk08HDK9l/+mqBBeAWdc6dRxSHnFLHiv5UhQDvC9fYM8ZUuP3weMXNATzSGzicrnBkEFZu75KcXH8J1tVBEXdLKEhFhfeHbAQCq9f7b1TfLgXBsEzvS+M4FE8dNGU9UQ9/bF6mtfSQIXLxWbINJhI9sjpYeiuEDCTmfjm+Z/4QOXxl1xcTHNqpoW85riHI5Aqsv+bSDBcwR3cJVJNQekl5/lJEGyx5ao7yhzZAdHDke7lXJDQivzSuGdYCx3iz7StPpcL5JaJezTYenfjEwyP7Hg83VK3nPzzDg/sqj9kQne8ue1838XxfApN11obTKBcOuCwzcttgUGPLAQ2j4mr4/J/bgGNWGdxsNr1m2R2BTvlph0ifK4UrGiZVr/80g2l4SN7B9TDkrq0HUultwEYYLW4qqIQJfrLyhxAS2tHw5eBu6oKe/wuHA3j87rrVa7CMQMIx7KztXJfAbc0jgLv/wEAYHi3OUk62QKWF7DiZLZLAnV2NqHsovUAc2lFF3C2iQHBRucuueZDAN43QKNW80EA6ymc8BVCzQNZAyrq5PpjA+vJ79MShzkAjTOA+J5PCQJ2rOYLQ5pjAqyskj/Km0UB8qAElJEjAQCpY42wmdpfAAb6BCUcygUBSHKLeM7G8QED3xL7hXZLA3MRuZRUMt0DI5XymO2KaQEr+syiseYvAS4JeHWYAlkBHu8zqXIadQDhWOR+sg5HAMqxE7nud0ECWT4ytiZ2UQC4dtbrHRZjAk8v3Z3azwkCGWF23KQq9QFl0Ru/XY5LA8BFBhPtLx0AOlOx01Ly7QDmMkwxOzpXAJtQcmnmXxkD7d+d0vMS6QCAxUe/XL5bAmA7x4u2UyEAgAKxOey2xQM5J94xTkJfAKJP8YQ9dpkDjcvR6SgqpQALgY6b4/IvAMKTcZakux0DBIlaMLOqRQJ3xfXE1xZXA2ZpcNikWqUBW2Y375pW3QJB7WkiHH4vAELGdeqUqskCKL1qF1LedQKXVp1Q584nA9MdrJTILwEAS+rLE5H5wQNckDajCpJDAjHfg6lbpyECE1uXfm5OhQNwSmNIX4ZbAJUyqx8H3wkAPVo5fmWWkQFG8qcxlopLAFQqVDmJErEAX+qLSfRm3QEgaTiw7W4rAxsD4kl5Hw0AZKcoMWYOSQAc0ppqUp5PAiGwcVThTs0AUqvCob0qyQNZkGSTdFIrAvt+yEbNTyUAoulXXxemyQI0cM5pOI5fAGHuaFzKZuEDB8VgoXsdxQC40fLANe4zAnwIpooK2v0DAhEDxNJqgQAZPfBBpapDAn1/0vaMnzUCHFOwARweqQHLtdoORupjAws7BTPK3yUCyD5qnp9aLQB9tVlxcRZjAXpCOaFTtykCfObHCbBGlQJHDFnGU6pfA70EBWWJYsUCG7IpQ63CWQJDQ20eq3YvAvEitWZrMzUAa5GIeQMeiQEnJgvSitpnAEjlx0zvg0EC6gMVhoNm4QN3mdPY5AJjAOcTKcH91x0DY+rbd25ePQB2RjCgjw5bA9PghWaLrr0DdcmDVTAy0QBqO2gke54nAWncOr7ilx0AlP4rqMf/CQFtb/JZqBZbAURAytDSZwUAisOUDw3+FQDkX8zH/rZHAtH2vQMt2xUAKrCroAzDCQOniwsMAYpXA5mjSmA==MgAAAACAAACAbQAAfCUAAM4mAACGJwAAticAANknAADVJwAADigAAE4oAAArKAAAZygAACkoAAAWKAAALygAAFYoAABmKAAAVigAAGUoAABrKAAAgSgAAHcoAABXKAAAVygAAFooAAB8KAAAVygAAHsoAAB1KAAATCgAAGEoAABLKAAAgCgAAGooAACQKAAAdCgAAGQoAABiKAAAZCgAAGEoAABAKAAAVygAAD8oAABWKAAASigAAPwnAADuJwAAwScAALgkAAAjIAAA/h8AAGYbAAA=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DQAAAACAAABgOwAADRUAAP0UAAD9FAAAAhUAAMAUAAC3FAAAtxQAALoUAAC/FAAAtxQAALcUAAC6FAAAyAkAAA==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CwAAAACAAAAwMgAADRUAAP0UAAD9FAAAAhUAAMAUAAC3FAAAtxQAALoUAAC/FAAAtxQAAE4IAAA=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AgAAAACAAABGJgAANQAAACAAAAA=eJztwSEBAAAAgKDu/8EeAQoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGME7AEx4nO3BMQEAAADCoH/9AxtEoAAAAAAAAAAAAPg12pp+zA== + + diff --git a/inputFiles/surfaceGeneration/cube_8.vtu b/inputFiles/surfaceGeneration/cube_8.vtu new file mode 100644 index 0000000000..150d23b3b1 --- /dev/null +++ b/inputFiles/surfaceGeneration/cube_8.vtu @@ -0,0 +1,84 @@ + + + + + + 0 1 2 + 3 4 5 + 6 7 8 + 9 10 11 + 12 13 14 + 15 16 17 + 18 19 20 + 21 22 23 + 24 25 26 + + + + + 0 1 2 3 4 5 6 7 + + + 3 3 3 3 3 3 + 3 3 3 3 3 3 + + + + + -1 -1 -1 + 0 -1 -1 + 1 -1 -1 + -1 0 -1 + 0 0 -1 + 1 0 -1 + -1 1 -1 + 0 1 -1 + 1 1 -1 + -1 -1 0 + 0 -1 0 + 1 -1 0 + -1 0 0 + 0 0 0 + 1 0 0 + -1 1 0 + 0 1 0 + 1 1 0 + -1 -1 1 + 0 -1 1 + 1 -1 1 + -1 0 1 + 0 0 1 + 1 0 1 + -1 1 1 + 0 1 1 + 1 1 1 + + + + + 0 1 4 3 9 10 13 12 + 1 2 5 4 10 11 14 13 + 3 4 7 6 12 13 16 15 + 4 5 8 7 13 14 17 16 + 9 10 13 12 18 19 22 21 + 10 11 14 13 19 20 23 22 + 12 13 16 15 21 22 25 24 + 13 14 17 16 22 23 26 25 + + + 8 + 16 + 24 + 32 + 40 + 48 + 56 + 64 + + + 12 12 12 12 12 12 12 12 + + + + + diff --git a/inputFiles/surfaceGeneration/cube_8.xml b/inputFiles/surfaceGeneration/cube_8.xml new file mode 100644 index 0000000000..2f002bb34b --- /dev/null +++ b/inputFiles/surfaceGeneration/cube_8.xml @@ -0,0 +1,235 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/scripts/copyrightPrepender.py b/scripts/copyrightPrepender.py index 216f352826..1fb3a3f392 100644 --- a/scripts/copyrightPrepender.py +++ b/scripts/copyrightPrepender.py @@ -37,7 +37,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -54,10 +54,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/scripts/pygeosx_configs/blueos_3_ppc64le_ib_p9/spack.yaml b/scripts/pygeosx_configs/blueos_3_ppc64le_ib_p9/spack.yaml index 565a12075f..008808c972 100644 --- a/scripts/pygeosx_configs/blueos_3_ppc64le_ib_p9/spack.yaml +++ b/scripts/pygeosx_configs/blueos_3_ppc64le_ib_p9/spack.yaml @@ -1,10 +1,10 @@ #------------------------------------------------------------------------------------------------------------ # SPDX-License-Identifier: LGPL-2.1-only # -# Copyright (c) 2018-2020 Lawrence Livermore National Security LLC -# Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University -# Copyright (c) 2018-2020 TotalEnergies -# Copyright (c) 2019- GEOSX Contributors +# Copyright (c) 2018-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2019- GEOS/GEOSX Contributors # All rights reserved # # See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/scripts/pygeosx_configs/toss_4_x86_64_ib/spack.yaml b/scripts/pygeosx_configs/toss_4_x86_64_ib/spack.yaml index 0fb9dc34d7..efc5a9acbf 100644 --- a/scripts/pygeosx_configs/toss_4_x86_64_ib/spack.yaml +++ b/scripts/pygeosx_configs/toss_4_x86_64_ib/spack.yaml @@ -1,10 +1,10 @@ #------------------------------------------------------------------------------------------------------------ # SPDX-License-Identifier: LGPL-2.1-only # -# Copyright (c) 2018-2020 Lawrence Livermore National Security LLC -# Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University -# Copyright (c) 2018-2020 TotalEnergies -# Copyright (c) 2019- GEOSX Contributors +# Copyright (c) 2018-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2019- GEOS/GEOSX Contributors # All rights reserved # # See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/scripts/setupPythonEnvironment.bash b/scripts/setupPythonEnvironment.bash index 2faf325275..9e7babb894 100755 --- a/scripts/setupPythonEnvironment.bash +++ b/scripts/setupPythonEnvironment.bash @@ -11,8 +11,7 @@ PIP_CMD="pip --disable-pip-version-check" PACKAGE_BRANCH=main -declare -a TARGET_PACKAGES=("geos-mesh-tools" - "geos-mesh-doctor" +declare -a TARGET_PACKAGES=("geos-mesh" "geos-xml-tools" "hdf5-wrapper" "pygeos-tools" @@ -25,6 +24,7 @@ declare -a LINK_SCRIPTS=("preprocess_xml" "geos_ats_log_check" "geos_ats_restart_check" "geos_ats_curve_check" + "mesh-doctor" "activate" "python") diff --git a/scripts/spack_configs/blueos_3_ppc64le_ib_p9/spack.yaml b/scripts/spack_configs/blueos_3_ppc64le_ib_p9/spack.yaml index 798f19bff0..9c737836c8 100644 --- a/scripts/spack_configs/blueos_3_ppc64le_ib_p9/spack.yaml +++ b/scripts/spack_configs/blueos_3_ppc64le_ib_p9/spack.yaml @@ -1,10 +1,10 @@ #------------------------------------------------------------------------------------------------------------ # SPDX-License-Identifier: LGPL-2.1-only # -# Copyright (c) 2018-2020 Lawrence Livermore National Security LLC -# Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University -# Copyright (c) 2018-2020 TotalEnergies -# Copyright (c) 2019- GEOSX Contributors +# Copyright (c) 2018-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2019- GEOS/GEOSX Contributors # All rights reserved # # See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/scripts/spack_configs/toss_3_x86_64_ib/spack.yaml b/scripts/spack_configs/toss_3_x86_64_ib/spack.yaml index ce601ad923..cf89682e89 100644 --- a/scripts/spack_configs/toss_3_x86_64_ib/spack.yaml +++ b/scripts/spack_configs/toss_3_x86_64_ib/spack.yaml @@ -1,10 +1,10 @@ #------------------------------------------------------------------------------------------------------------ # SPDX-License-Identifier: LGPL-2.1-only # -# Copyright (c) 2018-2020 Lawrence Livermore National Security LLC -# Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University -# Copyright (c) 2018-2020 TotalEnergies -# Copyright (c) 2019- GEOSX Contributors +# Copyright (c) 2018-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2019- GEOS/GEOSX Contributors # All rights reserved # # See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/scripts/spack_configs/toss_4_x86_64_ib/spack.yaml b/scripts/spack_configs/toss_4_x86_64_ib/spack.yaml index 817a6e8199..7e061aa7e3 100644 --- a/scripts/spack_configs/toss_4_x86_64_ib/spack.yaml +++ b/scripts/spack_configs/toss_4_x86_64_ib/spack.yaml @@ -1,10 +1,10 @@ #------------------------------------------------------------------------------------------------------------ # SPDX-License-Identifier: LGPL-2.1-only # -# Copyright (c) 2018-2020 Lawrence Livermore National Security LLC -# Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University -# Copyright (c) 2018-2020 TotalEnergies -# Copyright (c) 2019- GEOSX Contributors +# Copyright (c) 2018-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2019- GEOS/GEOSX Contributors # All rights reserved # # See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/scripts/test_submodule_updated.sh b/scripts/test_submodule_updated.sh index e2668a41f6..604d95f2f8 100755 --- a/scripts/test_submodule_updated.sh +++ b/scripts/test_submodule_updated.sh @@ -30,7 +30,7 @@ declare -Ar main_branches=( ["LvArray"]="origin/develop" ["integratedTests"]="origin/develop" ["hdf5_interface"]="origin/master" - ["PVTPackage"]="origin/master" + ["PVTPackage"]="origin/develop" ) diff --git a/src/cmake/thirdparty/SetupGeosxThirdParty.cmake b/src/cmake/thirdparty/SetupGeosxThirdParty.cmake index e30dbd937b..28549eb892 100644 --- a/src/cmake/thirdparty/SetupGeosxThirdParty.cmake +++ b/src/cmake/thirdparty/SetupGeosxThirdParty.cmake @@ -670,7 +670,7 @@ if(DEFINED HYPRE_DIR AND ENABLE_HYPRE) find_package( rocsolver REQUIRED ) find_package( rocsparse REQUIRED ) find_package( rocrand REQUIRED ) - append( APPEND HYPRE_DEPENDS roc::rocblas roc::rocsparse roc::rocsolver roc::rocrand ) + list( APPEND HYPRE_DEPENDS roc::rocblas roc::rocsparse roc::rocsolver roc::rocrand ) endif( ) find_and_import( NAME hypre diff --git a/src/conf.py b/src/conf.py index 0bcf74a68b..c7347bd29f 100644 --- a/src/conf.py +++ b/src/conf.py @@ -89,7 +89,7 @@ # -- Project information ----------------------------------------------------- project = u'GEOS' -copyright = u'2016-2024 Lawrence Livermore National Security LLC, 2018-2024 Total, S.A, The Board of Trustees of the Leland Stanford Junior University, 2023-2024 Chevron, 2019- GEOS/GEOSX Contributors' +copyright = u'2016-2024 Lawrence Livermore National Security LLC, 2018-2024 Total Energies, The Board of Trustees of the Leland Stanford Junior University, 2023-2024 Chevron, 2019- GEOS/GEOSX Contributors' author = u'GEOS/GEOSX Contributors' # The short X.Y version diff --git a/src/coreComponents/LvArray b/src/coreComponents/LvArray index c9d97b4676..00e3ead670 160000 --- a/src/coreComponents/LvArray +++ b/src/coreComponents/LvArray @@ -1 +1 @@ -Subproject commit c9d97b4676d47d1da7d2a63a1a5cbf31f7b54965 +Subproject commit 00e3ead67060d3c3d4b8291d8e4abbf680b87eb3 diff --git a/src/coreComponents/codingUtilities/CMakeLists.txt b/src/coreComponents/codingUtilities/CMakeLists.txt index 424a0abc3a..0fbbae3876 100644 --- a/src/coreComponents/codingUtilities/CMakeLists.txt +++ b/src/coreComponents/codingUtilities/CMakeLists.txt @@ -1,3 +1,22 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ + Package: codingUtilities + + Contains definition of runtime types. Also contains common traits. +#]] + # # Specify all headers # diff --git a/src/coreComponents/codingUtilities/Parsing.cpp b/src/coreComponents/codingUtilities/Parsing.cpp index 3e8c970ea9..d977ef6831 100644 --- a/src/coreComponents/codingUtilities/Parsing.cpp +++ b/src/coreComponents/codingUtilities/Parsing.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/Parsing.hpp b/src/coreComponents/codingUtilities/Parsing.hpp index 645e961519..ec75cb757f 100644 --- a/src/coreComponents/codingUtilities/Parsing.hpp +++ b/src/coreComponents/codingUtilities/Parsing.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/RTTypes.cpp b/src/coreComponents/codingUtilities/RTTypes.cpp index 6fbf864d25..648f94e6b3 100644 --- a/src/coreComponents/codingUtilities/RTTypes.cpp +++ b/src/coreComponents/codingUtilities/RTTypes.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/RTTypes.hpp b/src/coreComponents/codingUtilities/RTTypes.hpp index 93f6d89aed..b5327b4fcb 100644 --- a/src/coreComponents/codingUtilities/RTTypes.hpp +++ b/src/coreComponents/codingUtilities/RTTypes.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/SFINAE_Macros.hpp b/src/coreComponents/codingUtilities/SFINAE_Macros.hpp index 9dfc0a9ed2..83a5f7f8fa 100644 --- a/src/coreComponents/codingUtilities/SFINAE_Macros.hpp +++ b/src/coreComponents/codingUtilities/SFINAE_Macros.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/UnitTestUtilities.hpp b/src/coreComponents/codingUtilities/UnitTestUtilities.hpp index 7e251ffbf0..6bc2d0ea5b 100644 --- a/src/coreComponents/codingUtilities/UnitTestUtilities.hpp +++ b/src/coreComponents/codingUtilities/UnitTestUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/Utilities.hpp b/src/coreComponents/codingUtilities/Utilities.hpp index d4951f7185..868d096c28 100644 --- a/src/coreComponents/codingUtilities/Utilities.hpp +++ b/src/coreComponents/codingUtilities/Utilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/tests/testGeosxTraits.cpp b/src/coreComponents/codingUtilities/tests/testGeosxTraits.cpp index 4c3820cc24..26f37878b4 100644 --- a/src/coreComponents/codingUtilities/tests/testGeosxTraits.cpp +++ b/src/coreComponents/codingUtilities/tests/testGeosxTraits.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/tests/testParallelTestUtilities.cpp b/src/coreComponents/codingUtilities/tests/testParallelTestUtilities.cpp index 5dfc65c1a8..69872e0813 100644 --- a/src/coreComponents/codingUtilities/tests/testParallelTestUtilities.cpp +++ b/src/coreComponents/codingUtilities/tests/testParallelTestUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/tests/testParsing.cpp b/src/coreComponents/codingUtilities/tests/testParsing.cpp index 586697330a..63b72772f7 100644 --- a/src/coreComponents/codingUtilities/tests/testParsing.cpp +++ b/src/coreComponents/codingUtilities/tests/testParsing.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/tests/testUtilities.cpp b/src/coreComponents/codingUtilities/tests/testUtilities.cpp index cb481fccd0..ee0f377344 100644 --- a/src/coreComponents/codingUtilities/tests/testUtilities.cpp +++ b/src/coreComponents/codingUtilities/tests/testUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/codingUtilities/traits.hpp b/src/coreComponents/codingUtilities/traits.hpp index 8ab60cddd5..ecf7b4e4da 100644 --- a/src/coreComponents/codingUtilities/traits.hpp +++ b/src/coreComponents/codingUtilities/traits.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -96,6 +96,14 @@ HAS_MEMBER_FUNCTION( capacity, localIndex, ); */ HAS_MEMBER_FUNCTION_NO_RTYPE( resize, 0 ); +/** + * @brief Defines a static constexpr bool HasMemberFunction_resizeDefault< @p CLASS > + * that is true iff the method @p CLASS ::resizeDefault( int, int, int) exists. + * @tparam CLASS The type to test. + */ +HAS_MEMBER_FUNCTION_NO_RTYPE( resizeDefault, 0, 0 ); + + /** * @brief Defines a static constexpr bool HasMemberFunction_reserve< @p CLASS > * that is true iff the method @p CLASS ::reserve( localIndex ) exists. diff --git a/src/coreComponents/common/BufferAllocator.cpp b/src/coreComponents/common/BufferAllocator.cpp index 26d432c28c..bcee360d14 100644 --- a/src/coreComponents/common/BufferAllocator.cpp +++ b/src/coreComponents/common/BufferAllocator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/BufferAllocator.hpp b/src/coreComponents/common/BufferAllocator.hpp index 7fa789efd9..dbce67d911 100644 --- a/src/coreComponents/common/BufferAllocator.hpp +++ b/src/coreComponents/common/BufferAllocator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/CMakeLists.txt b/src/coreComponents/common/CMakeLists.txt index 13d55c0cf1..830be7b7b1 100644 --- a/src/coreComponents/common/CMakeLists.txt +++ b/src/coreComponents/common/CMakeLists.txt @@ -1,3 +1,25 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: common + +Contains the definition of the basic static types of GEOS. +Also provides commonly used components for such as logging, formatting, memory and wrapper of + dependencies. +#]] + + # # Specify all headers # diff --git a/src/coreComponents/common/DataLayouts.hpp b/src/coreComponents/common/DataLayouts.hpp index 2f6c53af4f..e330aa00f1 100644 --- a/src/coreComponents/common/DataLayouts.hpp +++ b/src/coreComponents/common/DataLayouts.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/DataTypes.hpp b/src/coreComponents/common/DataTypes.hpp index c458412540..42c14433f0 100644 --- a/src/coreComponents/common/DataTypes.hpp +++ b/src/coreComponents/common/DataTypes.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/FieldSpecificationOps.hpp b/src/coreComponents/common/FieldSpecificationOps.hpp index 534768330f..d663aae38a 100644 --- a/src/coreComponents/common/FieldSpecificationOps.hpp +++ b/src/coreComponents/common/FieldSpecificationOps.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/FixedSizeDeque.hpp b/src/coreComponents/common/FixedSizeDeque.hpp index 5746419ca7..207d5dc7ef 100644 --- a/src/coreComponents/common/FixedSizeDeque.hpp +++ b/src/coreComponents/common/FixedSizeDeque.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/FixedSizeDequeWithMutexes.hpp b/src/coreComponents/common/FixedSizeDequeWithMutexes.hpp index 800e1e1806..68d1e9b983 100644 --- a/src/coreComponents/common/FixedSizeDequeWithMutexes.hpp +++ b/src/coreComponents/common/FixedSizeDequeWithMutexes.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/GEOS_RAJA_Interface.hpp b/src/coreComponents/common/GEOS_RAJA_Interface.hpp index 3b651c9e5c..d1b2f2e3c8 100644 --- a/src/coreComponents/common/GEOS_RAJA_Interface.hpp +++ b/src/coreComponents/common/GEOS_RAJA_Interface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/GeosxConfig.hpp.in b/src/coreComponents/common/GeosxConfig.hpp.in index 704a9ebd0a..f09203faf0 100644 --- a/src/coreComponents/common/GeosxConfig.hpp.in +++ b/src/coreComponents/common/GeosxConfig.hpp.in @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/GeosxMacros.hpp b/src/coreComponents/common/GeosxMacros.hpp index f73cb2740a..bf3ab07094 100644 --- a/src/coreComponents/common/GeosxMacros.hpp +++ b/src/coreComponents/common/GeosxMacros.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/LifoStorage.hpp b/src/coreComponents/common/LifoStorage.hpp index 16ce24f0e1..a8e68640fc 100644 --- a/src/coreComponents/common/LifoStorage.hpp +++ b/src/coreComponents/common/LifoStorage.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/LifoStorageCommon.hpp b/src/coreComponents/common/LifoStorageCommon.hpp index 08c1144e9f..3183cde65b 100644 --- a/src/coreComponents/common/LifoStorageCommon.hpp +++ b/src/coreComponents/common/LifoStorageCommon.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/LifoStorageCuda.hpp b/src/coreComponents/common/LifoStorageCuda.hpp index bb03115f01..58016032dc 100644 --- a/src/coreComponents/common/LifoStorageCuda.hpp +++ b/src/coreComponents/common/LifoStorageCuda.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/LifoStorageHost.hpp b/src/coreComponents/common/LifoStorageHost.hpp index f787f10a17..348b4a4109 100644 --- a/src/coreComponents/common/LifoStorageHost.hpp +++ b/src/coreComponents/common/LifoStorageHost.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/MemoryInfos.cpp b/src/coreComponents/common/MemoryInfos.cpp index 4ad404188e..1e31cdb6be 100644 --- a/src/coreComponents/common/MemoryInfos.cpp +++ b/src/coreComponents/common/MemoryInfos.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/MemoryInfos.hpp b/src/coreComponents/common/MemoryInfos.hpp index a3dcc02435..3500093c6d 100644 --- a/src/coreComponents/common/MemoryInfos.hpp +++ b/src/coreComponents/common/MemoryInfos.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/MpiWrapper.cpp b/src/coreComponents/common/MpiWrapper.cpp index f2b830e734..f050151a3e 100644 --- a/src/coreComponents/common/MpiWrapper.cpp +++ b/src/coreComponents/common/MpiWrapper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/MpiWrapper.hpp b/src/coreComponents/common/MpiWrapper.hpp index 998524d3b1..22def51e1e 100644 --- a/src/coreComponents/common/MpiWrapper.hpp +++ b/src/coreComponents/common/MpiWrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -608,6 +608,16 @@ struct MpiWrapper */ template< typename T > static void max( Span< T const > src, Span< T > dst, MPI_Comm comm = MPI_COMM_GEOS ); + + + /** + * @brief Convenience function for MPI_Gather using a MPI_MAX operation on struct of value and location + * @brief Max is performed on value and location (global index) is returned + * @param[in] struct to send into the max gather. + * @return struct with max val and location + */ + template< typename T > static T maxValLoc( T localValueLocation, MPI_Comm comm = MPI_COMM_GEOS ); + }; namespace internal @@ -1115,7 +1125,32 @@ void MpiWrapper::reduce( Span< T const > const src, Span< T > const dst, Reducti reduce( src.data(), dst.data(), LvArray::integerConversion< int >( src.size() ), getMpiOp( op ), root, comm ); } +// Mpi helper function to return struct containing the max value and location across ranks +template< typename T > +T MpiWrapper::maxValLoc( T localValueLocation, MPI_Comm comm ) +{ + // Ensure T is trivially copyable + static_assert( std::is_trivially_copyable< T >::value, "maxValLoc requires a trivially copyable type" ); + // T to have only 2 data members named value and location + static_assert( (sizeof(T::value)+sizeof(T::location)) == sizeof(T) ); + + // Ensure T has value and location members are scalars + static_assert( std::is_scalar_v< decltype(T::value) > || std::is_scalar_v< decltype(T::location) >, "members of struct should be scalar" ); + static_assert( !std::is_pointer_v< decltype(T::value) > && !std::is_pointer_v< decltype(T::location) >, "members of struct should not be pointers" ); + + // receive "buffer" + int const numProcs = commSize( comm ); + std::vector< T > recvValLoc( numProcs ); + + MPI_Allgather( &localValueLocation, sizeof(T), MPI_BYTE, recvValLoc.data(), sizeof(T), MPI_BYTE, comm ); + + T maxValLoc= *std::max_element( recvValLoc.begin(), + recvValLoc.end(), + []( auto & lhs, auto & rhs ) -> bool {return lhs.value < rhs.value; } ); + + return maxValLoc; +} } /* namespace geos */ #endif /* GEOS_COMMON_MPIWRAPPER_HPP_ */ diff --git a/src/coreComponents/common/MultiMutexesLock.hpp b/src/coreComponents/common/MultiMutexesLock.hpp index e3142abbad..aebd4fa036 100644 --- a/src/coreComponents/common/MultiMutexesLock.hpp +++ b/src/coreComponents/common/MultiMutexesLock.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Path.cpp b/src/coreComponents/common/Path.cpp index a983e5af3c..30cf6d278e 100644 --- a/src/coreComponents/common/Path.cpp +++ b/src/coreComponents/common/Path.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Path.hpp b/src/coreComponents/common/Path.hpp index 9f768838e3..fe1015d78f 100644 --- a/src/coreComponents/common/Path.hpp +++ b/src/coreComponents/common/Path.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/PhysicsConstants.hpp b/src/coreComponents/common/PhysicsConstants.hpp index 50a2384ef8..69274cf7f9 100644 --- a/src/coreComponents/common/PhysicsConstants.hpp +++ b/src/coreComponents/common/PhysicsConstants.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Span.hpp b/src/coreComponents/common/Span.hpp index 49469bf968..3fc2185273 100644 --- a/src/coreComponents/common/Span.hpp +++ b/src/coreComponents/common/Span.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Stopwatch.hpp b/src/coreComponents/common/Stopwatch.hpp index 9aec6f65f6..0c6a6fd11a 100644 --- a/src/coreComponents/common/Stopwatch.hpp +++ b/src/coreComponents/common/Stopwatch.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Tensor.hpp b/src/coreComponents/common/Tensor.hpp index 602f21794e..3af6276053 100644 --- a/src/coreComponents/common/Tensor.hpp +++ b/src/coreComponents/common/Tensor.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Timer.hpp b/src/coreComponents/common/Timer.hpp index f7a4b342dc..ddd5f58011 100644 --- a/src/coreComponents/common/Timer.hpp +++ b/src/coreComponents/common/Timer.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/TimingMacros.hpp b/src/coreComponents/common/TimingMacros.hpp index c9935cbd1b..3d42f1d83b 100644 --- a/src/coreComponents/common/TimingMacros.hpp +++ b/src/coreComponents/common/TimingMacros.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/TypeDispatch.hpp b/src/coreComponents/common/TypeDispatch.hpp index 282c942158..a1881944de 100644 --- a/src/coreComponents/common/TypeDispatch.hpp +++ b/src/coreComponents/common/TypeDispatch.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Units.cpp b/src/coreComponents/common/Units.cpp index 746cd866a7..e249441f3f 100644 --- a/src/coreComponents/common/Units.cpp +++ b/src/coreComponents/common/Units.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/Units.hpp b/src/coreComponents/common/Units.hpp index ba35f3fb8d..8bfdc04ca8 100644 --- a/src/coreComponents/common/Units.hpp +++ b/src/coreComponents/common/Units.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/EnumStrings.hpp b/src/coreComponents/common/format/EnumStrings.hpp index 4d4c2eaa6c..f5b37de1df 100644 --- a/src/coreComponents/common/format/EnumStrings.hpp +++ b/src/coreComponents/common/format/EnumStrings.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/Format.hpp b/src/coreComponents/common/format/Format.hpp index de5954dcc3..23f3e3225e 100644 --- a/src/coreComponents/common/format/Format.hpp +++ b/src/coreComponents/common/format/Format.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/StringUtilities.cpp b/src/coreComponents/common/format/StringUtilities.cpp index cd13ba3919..004c82276b 100644 --- a/src/coreComponents/common/format/StringUtilities.cpp +++ b/src/coreComponents/common/format/StringUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -73,12 +73,41 @@ string removeStringAndFollowingContent( string_view const str, return string( newStr ); } +// Add comma separators for thousands +template< typename T > +string addCommaSeparators( T const & num ) +{ + static_assert( std::is_integral< T >::value, "addCommaSeparators only supports integral types" ); + + string const numStr = std::to_string( num ); + string result; + + for( std::size_t i = 0; i < numStr.size(); ++i ) + { + result += numStr[i]; + if((numStr.size() - i - 1) % 3 == 0 && i != numStr.size() - 1 ) + { + result += ","; + } + } + return result; +} + +template string addCommaSeparators( int const & num ); +template string addCommaSeparators( long int const & num ); +template string addCommaSeparators( long long int const & num ); + // put definition here so we can control the allowable values of T and // modication of this function triggers a whole code recompile...which // should be avoided. template< typename T > string toMetricPrefixString( T const & value ) { + if( std::fpclassify( value ) == FP_ZERO ) + { + return " 0.0 "; + } + // These are the metric prefixes corrosponding to kilo, mega, giga...etc. char const prefixes[12] = { 'f', 'p', 'n', 'u', 'm', ' ', 'K', 'M', 'G', 'T', 'P', 'E'}; string rval; diff --git a/src/coreComponents/common/format/StringUtilities.hpp b/src/coreComponents/common/format/StringUtilities.hpp index 8f083816c8..79b0333d0a 100644 --- a/src/coreComponents/common/format/StringUtilities.hpp +++ b/src/coreComponents/common/format/StringUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -227,6 +227,15 @@ string_view trimSpaces( string_view str ); string removeStringAndFollowingContent( string_view str, string_view strToRemove ); +/** + * @brief Add comma separators to an integral number for readability. + * @tparam T the integral type of the number to format. + * @param[in] num the integral number to format. + * @return a string representation of the number with comma separators. + */ +template< typename T > +string addCommaSeparators( T const & num ); + /** * @brief Take a string, and return a array1d with the cast values * @tparam T the type to which the string will be cast diff --git a/src/coreComponents/common/format/table/TableData.cpp b/src/coreComponents/common/format/table/TableData.cpp index dcbec10a01..5153bf5875 100644 --- a/src/coreComponents/common/format/table/TableData.cpp +++ b/src/coreComponents/common/format/table/TableData.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/table/TableData.hpp b/src/coreComponents/common/format/table/TableData.hpp index aa35f06a0f..0842c3a4fb 100644 --- a/src/coreComponents/common/format/table/TableData.hpp +++ b/src/coreComponents/common/format/table/TableData.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/table/TableFormatter.cpp b/src/coreComponents/common/format/table/TableFormatter.cpp index 56f529bdce..7392834e06 100644 --- a/src/coreComponents/common/format/table/TableFormatter.cpp +++ b/src/coreComponents/common/format/table/TableFormatter.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/table/TableFormatter.hpp b/src/coreComponents/common/format/table/TableFormatter.hpp index 165533445b..26dd2b16ba 100644 --- a/src/coreComponents/common/format/table/TableFormatter.hpp +++ b/src/coreComponents/common/format/table/TableFormatter.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/table/TableLayout.cpp b/src/coreComponents/common/format/table/TableLayout.cpp index 7912baa921..7e6b134d60 100644 --- a/src/coreComponents/common/format/table/TableLayout.cpp +++ b/src/coreComponents/common/format/table/TableLayout.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/table/TableLayout.hpp b/src/coreComponents/common/format/table/TableLayout.hpp index 4f24fa5559..e6f96a878e 100644 --- a/src/coreComponents/common/format/table/TableLayout.hpp +++ b/src/coreComponents/common/format/table/TableLayout.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/table/unitTests/testTable.cpp b/src/coreComponents/common/format/table/unitTests/testTable.cpp index 3663b5eae2..0258385b1a 100644 --- a/src/coreComponents/common/format/table/unitTests/testTable.cpp +++ b/src/coreComponents/common/format/table/unitTests/testTable.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/format/unitTests/testStringUtilities.cpp b/src/coreComponents/common/format/unitTests/testStringUtilities.cpp index 94ca8bc039..57dca300d6 100644 --- a/src/coreComponents/common/format/unitTests/testStringUtilities.cpp +++ b/src/coreComponents/common/format/unitTests/testStringUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/initializeEnvironment.cpp b/src/coreComponents/common/initializeEnvironment.cpp index ee3b826aec..179f7ca427 100644 --- a/src/coreComponents/common/initializeEnvironment.cpp +++ b/src/coreComponents/common/initializeEnvironment.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/initializeEnvironment.hpp b/src/coreComponents/common/initializeEnvironment.hpp index d636402879..9cd72d023a 100644 --- a/src/coreComponents/common/initializeEnvironment.hpp +++ b/src/coreComponents/common/initializeEnvironment.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/logger/Logger.cpp b/src/coreComponents/common/logger/Logger.cpp index bd80069752..0ea4c47a7c 100644 --- a/src/coreComponents/common/logger/Logger.cpp +++ b/src/coreComponents/common/logger/Logger.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/logger/Logger.hpp b/src/coreComponents/common/logger/Logger.hpp index a10c5330b1..0d0cf69c3b 100644 --- a/src/coreComponents/common/logger/Logger.hpp +++ b/src/coreComponents/common/logger/Logger.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/unitTests/testCaliperSmoke.cpp b/src/coreComponents/common/unitTests/testCaliperSmoke.cpp index 2c3b5fa8cd..7376aeb55c 100644 --- a/src/coreComponents/common/unitTests/testCaliperSmoke.cpp +++ b/src/coreComponents/common/unitTests/testCaliperSmoke.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/unitTests/testDataTypes.cpp b/src/coreComponents/common/unitTests/testDataTypes.cpp index b5c2a1f87e..f83a3f13d5 100644 --- a/src/coreComponents/common/unitTests/testDataTypes.cpp +++ b/src/coreComponents/common/unitTests/testDataTypes.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/unitTests/testFixedSizeDeque.cpp b/src/coreComponents/common/unitTests/testFixedSizeDeque.cpp index e5f64662e6..05293b3fc6 100644 --- a/src/coreComponents/common/unitTests/testFixedSizeDeque.cpp +++ b/src/coreComponents/common/unitTests/testFixedSizeDeque.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/unitTests/testLifoStorage.cpp b/src/coreComponents/common/unitTests/testLifoStorage.cpp index f5b260b0b2..54c5a864bc 100644 --- a/src/coreComponents/common/unitTests/testLifoStorage.cpp +++ b/src/coreComponents/common/unitTests/testLifoStorage.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/unitTests/testTypeDispatch.cpp b/src/coreComponents/common/unitTests/testTypeDispatch.cpp index 414436cd46..c252adb9fc 100644 --- a/src/coreComponents/common/unitTests/testTypeDispatch.cpp +++ b/src/coreComponents/common/unitTests/testTypeDispatch.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/common/unitTests/testUnits.cpp b/src/coreComponents/common/unitTests/testUnits.cpp index f94a3616b5..59651a5358 100644 --- a/src/coreComponents/common/unitTests/testUnits.cpp +++ b/src/coreComponents/common/unitTests/testUnits.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/CMakeLists.txt b/src/coreComponents/constitutive/CMakeLists.txt index c6e3fd499e..e7f798c3b5 100644 --- a/src/coreComponents/constitutive/CMakeLists.txt +++ b/src/coreComponents/constitutive/CMakeLists.txt @@ -1,3 +1,22 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: constitutive + +Contains the implementation of constitutive models for fluid and rock properties. +#]] + # # Specify all headers # @@ -33,7 +52,7 @@ set( constitutive_headers dispersion/DispersionBase.hpp dispersion/DispersionFields.hpp dispersion/DispersionSelector.hpp - dispersion/LinearIsotropicDispersion.hpp + dispersion/LinearIsotropicDispersion.hpp fluid/multifluid/Layouts.hpp fluid/multifluid/MultiFluidSelector.hpp fluid/multifluid/MultiFluidBase.hpp @@ -64,9 +83,9 @@ set( constitutive_headers fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.hpp fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.hpp fluid/multifluid/CO2Brine/functions/WaterDensity.hpp - fluid/multifluid/compositional/functions/CompositionalProperties.hpp - fluid/multifluid/compositional/functions/CompositionalPropertiesImpl.hpp - fluid/multifluid/compositional/functions/CubicEOSPhaseModel.hpp + fluid/multifluid/compositional/functions/CompositionalProperties.hpp + fluid/multifluid/compositional/functions/CompositionalPropertiesImpl.hpp + fluid/multifluid/compositional/functions/CubicEOSPhaseModel.hpp fluid/multifluid/compositional/functions/FugacityCalculator.hpp fluid/multifluid/compositional/functions/KValueInitialization.hpp fluid/multifluid/compositional/functions/NegativeTwoPhaseFlash.hpp @@ -78,8 +97,10 @@ set( constitutive_headers fluid/multifluid/compositional/models/CriticalVolume.hpp fluid/multifluid/compositional/models/EquationOfState.hpp fluid/multifluid/compositional/models/FunctionBase.hpp + fluid/multifluid/compositional/models/ImmiscibleWaterDensity.hpp fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.hpp fluid/multifluid/compositional/models/ImmiscibleWaterParameters.hpp + fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.hpp fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.hpp fluid/multifluid/compositional/models/LohrenzBrayClarkViscosityImpl.hpp fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.hpp @@ -147,7 +168,7 @@ set( constitutive_headers solid/ElasticTransverseIsotropic.hpp solid/ElasticOrthotropic.hpp solid/InvariantDecompositions.hpp - solid/PerfectlyPlastic.hpp + solid/PerfectlyPlastic.hpp solid/PorousSolid.hpp solid/PropertyConversions.hpp solid/SolidBase.hpp @@ -223,8 +244,10 @@ set( constitutive_sources fluid/multifluid/compositional/models/CompositionalDensity.cpp fluid/multifluid/compositional/models/ConstantViscosity.cpp fluid/multifluid/compositional/models/CriticalVolume.cpp + fluid/multifluid/compositional/models/ImmiscibleWaterDensity.cpp fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.cpp fluid/multifluid/compositional/models/ImmiscibleWaterParameters.cpp + fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.cpp fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.cpp fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.cpp fluid/multifluid/compositional/CompositionalMultiphaseFluid.cpp diff --git a/src/coreComponents/constitutive/ConstitutiveBase.cpp b/src/coreComponents/constitutive/ConstitutiveBase.cpp index 2c7334239c..03bf6852ec 100644 --- a/src/coreComponents/constitutive/ConstitutiveBase.cpp +++ b/src/coreComponents/constitutive/ConstitutiveBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/ConstitutiveBase.hpp b/src/coreComponents/constitutive/ConstitutiveBase.hpp index c025a58bb4..12fa144914 100644 --- a/src/coreComponents/constitutive/ConstitutiveBase.hpp +++ b/src/coreComponents/constitutive/ConstitutiveBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/ConstitutiveManager.cpp b/src/coreComponents/constitutive/ConstitutiveManager.cpp index 38d4732134..3babd88203 100644 --- a/src/coreComponents/constitutive/ConstitutiveManager.cpp +++ b/src/coreComponents/constitutive/ConstitutiveManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -43,6 +43,7 @@ ConstitutiveManager::~ConstitutiveManager() Group * ConstitutiveManager::createChild( string const & childKey, string const & childName ) { + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< ConstitutiveBase > material = ConstitutiveBase::CatalogInterface::factory( childKey, childName, this ); return ®isterGroup< ConstitutiveBase >( childName, std::move( material ) ); } diff --git a/src/coreComponents/constitutive/ConstitutiveManager.hpp b/src/coreComponents/constitutive/ConstitutiveManager.hpp index fbea4c187e..1ef7f19431 100644 --- a/src/coreComponents/constitutive/ConstitutiveManager.hpp +++ b/src/coreComponents/constitutive/ConstitutiveManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/ConstitutivePassThru.hpp b/src/coreComponents/constitutive/ConstitutivePassThru.hpp index decabffbb6..ec72812cdb 100644 --- a/src/coreComponents/constitutive/ConstitutivePassThru.hpp +++ b/src/coreComponents/constitutive/ConstitutivePassThru.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -50,6 +50,7 @@ #include "permeability/SlipDependentPermeability.hpp" #include "permeability/WillisRichardsPermeability.hpp" #include "contact/CoulombFriction.hpp" +#include "contact/RateAndStateFriction.hpp" namespace geos @@ -84,6 +85,23 @@ struct ConstitutivePassThru< ElasticIsotropic > } }; +/** + * Specialization for models that derive from FrictionBase. + */ +template<> +struct ConstitutivePassThru< FrictionBase > +{ + template< typename LAMBDA > + static + void execute( ConstitutiveBase & constitutiveRelation, LAMBDA && lambda ) + { + ConstitutivePassThruHandler< CoulombFriction, + RateAndStateFriction >::execute( constitutiveRelation, + std::forward< LAMBDA >( lambda ) ); + } +}; + + /** * Specialization for models that derive from CoulombFriction. */ diff --git a/src/coreComponents/constitutive/ConstitutivePassThruHandler.hpp b/src/coreComponents/constitutive/ConstitutivePassThruHandler.hpp index 54dc51b24c..1597cc65cc 100644 --- a/src/coreComponents/constitutive/ConstitutivePassThruHandler.hpp +++ b/src/coreComponents/constitutive/ConstitutivePassThruHandler.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/ExponentialRelation.hpp b/src/coreComponents/constitutive/ExponentialRelation.hpp index e2215b23f1..2982b0b8e5 100644 --- a/src/coreComponents/constitutive/ExponentialRelation.hpp +++ b/src/coreComponents/constitutive/ExponentialRelation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/NullModel.cpp b/src/coreComponents/constitutive/NullModel.cpp index 7ec9e6f19c..9676802af3 100644 --- a/src/coreComponents/constitutive/NullModel.cpp +++ b/src/coreComponents/constitutive/NullModel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/NullModel.hpp b/src/coreComponents/constitutive/NullModel.hpp index e26a34b525..ceddf84a4a 100644 --- a/src/coreComponents/constitutive/NullModel.hpp +++ b/src/coreComponents/constitutive/NullModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/PVTPackage b/src/coreComponents/constitutive/PVTPackage index 59d81b149e..374b72962f 160000 --- a/src/coreComponents/constitutive/PVTPackage +++ b/src/coreComponents/constitutive/PVTPackage @@ -1 +1 @@ -Subproject commit 59d81b149e35ea5db0d715e608217d8bd56e9291 +Subproject commit 374b72962f7e605e74a1943c541e94d7b3f492a3 diff --git a/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.cpp b/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.cpp index eab49c3404..16315425be 100644 --- a/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.cpp +++ b/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.hpp b/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.hpp index 67f4195d31..c020174dd2 100644 --- a/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/BrooksCoreyCapillaryPressure.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.cpp b/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.cpp index b3d7e2bba0..97eb012797 100644 --- a/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.cpp +++ b/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.hpp b/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.hpp index b63aea24aa..a4c11561d8 100644 --- a/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureFields.hpp b/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureFields.hpp index b9836e21f1..db38eb3fdc 100644 --- a/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureFields.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/CapillaryPressureFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.cpp b/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.cpp index 1dda8c4948..908c42604b 100644 --- a/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.cpp +++ b/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.hpp b/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.hpp index 58ceb90ab7..55f099e24f 100644 --- a/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/JFunctionCapillaryPressure.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.cpp b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.cpp index 13d9926f49..2304238b54 100644 --- a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.cpp +++ b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.hpp b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.hpp index 170055d19b..739b999308 100644 --- a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressure.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.cpp b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.cpp index 818f869f2b..6e4da85ccb 100644 --- a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.cpp +++ b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.hpp b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.hpp index 3e66d86892..9e3504b1a8 100644 --- a/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/TableCapillaryPressureHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.cpp b/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.cpp index d739e9e2d5..31a965992a 100644 --- a/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.cpp +++ b/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.hpp b/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.hpp index 17e5822127..14944dd980 100644 --- a/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/VanGenuchtenCapillaryPressure.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/capillaryPressureSelector.hpp b/src/coreComponents/constitutive/capillaryPressure/capillaryPressureSelector.hpp index ad6b69b908..b164f55aa1 100644 --- a/src/coreComponents/constitutive/capillaryPressure/capillaryPressureSelector.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/capillaryPressureSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/capillaryPressure/layouts.hpp b/src/coreComponents/constitutive/capillaryPressure/layouts.hpp index e66655c18b..d4903b67c3 100644 --- a/src/coreComponents/constitutive/capillaryPressure/layouts.hpp +++ b/src/coreComponents/constitutive/capillaryPressure/layouts.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/contact/BartonBandis.cpp b/src/coreComponents/constitutive/contact/BartonBandis.cpp index e1e3c05028..f478c015b2 100644 --- a/src/coreComponents/constitutive/contact/BartonBandis.cpp +++ b/src/coreComponents/constitutive/contact/BartonBandis.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/contact/BartonBandis.hpp b/src/coreComponents/constitutive/contact/BartonBandis.hpp index 77d8a636e0..64f9281924 100644 --- a/src/coreComponents/constitutive/contact/BartonBandis.hpp +++ b/src/coreComponents/constitutive/contact/BartonBandis.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/contact/CoulombFriction.cpp b/src/coreComponents/constitutive/contact/CoulombFriction.cpp index a7bc27300d..d59d3d99a4 100644 --- a/src/coreComponents/constitutive/contact/CoulombFriction.cpp +++ b/src/coreComponents/constitutive/contact/CoulombFriction.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/contact/CoulombFriction.hpp b/src/coreComponents/constitutive/contact/CoulombFriction.hpp index d117d8895e..d64453fe31 100644 --- a/src/coreComponents/constitutive/contact/CoulombFriction.hpp +++ b/src/coreComponents/constitutive/contact/CoulombFriction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -85,17 +85,25 @@ class CoulombFrictionUpdates : public FrictionBaseUpdates GEOS_HOST_DEVICE inline - virtual void updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, + virtual void updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const override final; + GEOS_HOST_DEVICE + inline + virtual void updateElasticSlip( localIndex const k, + arraySlice1d< real64 const > const & dispJump, + arraySlice1d< real64 const > const & oldDispJump, + arraySlice1d< real64 const > const & tractionVector, + integer const & fractureState ) const override final; + GEOS_HOST_DEVICE inline virtual void updateTraction( arraySlice1d< real64 const > const & oldDispJump, arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & penalty, arraySlice1d< real64 const > const & traction, + real64 const faceArea, bool const symmetric, bool const fixedLimitTau, real64 const normalTractionTolerance, @@ -111,6 +119,7 @@ class CoulombFrictionUpdates : public FrictionBaseUpdates arraySlice1d< real64 const > const & deltaDispJump, arraySlice1d< real64 const > const & penalty, arraySlice1d< real64 const > const & traction, + real64 const faceArea, arraySlice1d< real64 > const & tractionNew ) const override final; GEOS_HOST_DEVICE @@ -221,7 +230,7 @@ GEOS_HOST_DEVICE real64 CoulombFrictionUpdates::computeLimitTangentialTractionNorm( real64 const & normalTraction, real64 & dLimitTangentialTractionNorm_dTraction ) const { - dLimitTangentialTractionNorm_dTraction = m_frictionCoefficient; + dLimitTangentialTractionNorm_dTraction = -m_frictionCoefficient; return ( m_cohesion - normalTraction * m_frictionCoefficient ); } @@ -238,15 +247,15 @@ inline void CoulombFrictionUpdates::computeShearTraction( localIndex const k, real64 const slip[2] = { dispJump[1] - oldDispJump[1], dispJump[2] - oldDispJump[2] }; - - real64 const tau[2] = { m_shearStiffness * ( slip[0] + m_elasticSlip[k][0] ), - m_shearStiffness * ( slip[1] + m_elasticSlip[k][1] ) }; - switch( fractureState ) { case fields::contact::FractureState::Stick: { - // Elastic slip case + // Elastic tangential deformation + + real64 const tau[2] = { m_shearStiffness * ( slip[0] + m_elasticSlip[k][0] ), + m_shearStiffness * ( slip[1] + m_elasticSlip[k][1] ) }; + // Tangential components of the traction are equal to tau tractionVector[1] = tau[0]; tractionVector[2] = tau[1]; @@ -254,14 +263,12 @@ inline void CoulombFrictionUpdates::computeShearTraction( localIndex const k, dTractionVector_dJump[1][1] = m_shearStiffness; dTractionVector_dJump[2][2] = m_shearStiffness; - // The slip is only elastic: we add the full slip to the elastic one - LvArray::tensorOps::add< 2 >( m_elasticSlip[k], slip ); - break; } case fields::contact::FractureState::Slip: { - // Plastic slip case + // Plastic tangential deformation + real64 dLimitTau_dNormalTraction; real64 const limitTau = computeLimitTangentialTractionNorm( tractionVector[0], dLimitTau_dNormalTraction ); @@ -274,27 +281,19 @@ inline void CoulombFrictionUpdates::computeShearTraction( localIndex const k, dTractionVector_dJump[1][0] = dTractionVector_dJump[0][0] * dLimitTau_dNormalTraction * slip[0] / slipNorm; dTractionVector_dJump[1][1] = limitTau * pow( slip[1], 2 ) / pow( LvArray::tensorOps::l2NormSquared< 2 >( slip ), 1.5 ); - dTractionVector_dJump[1][2] = limitTau * slip[0] * slip[1] / pow( LvArray::tensorOps::l2NormSquared< 2 >( slip ), 1.5 ); + dTractionVector_dJump[1][2] = -limitTau * slip[0] * slip[1] / pow( LvArray::tensorOps::l2NormSquared< 2 >( slip ), 1.5 ); dTractionVector_dJump[2][0] = dTractionVector_dJump[0][0] * dLimitTau_dNormalTraction * slip[1] / slipNorm; - dTractionVector_dJump[2][1] = limitTau * slip[0] * slip[1] / pow( LvArray::tensorOps::l2NormSquared< 2 >( slip ), 1.5 ); + dTractionVector_dJump[2][1] = -limitTau * slip[0] * slip[1] / pow( LvArray::tensorOps::l2NormSquared< 2 >( slip ), 1.5 ); dTractionVector_dJump[2][2] = limitTau * pow( slip[0], 2 ) / pow( LvArray::tensorOps::l2NormSquared< 2 >( slip ), 1.5 ); - // Compute elastic component of the slip for this case - real64 const plasticSlip[2] = { tractionVector[1] / m_shearStiffness, - tractionVector[2] / m_shearStiffness }; - - LvArray::tensorOps::copy< 2 >( m_elasticSlip[k], slip ); - LvArray::tensorOps::subtract< 2 >( m_elasticSlip[k], plasticSlip ); - break; } } } GEOS_HOST_DEVICE -inline void CoulombFrictionUpdates::updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, +inline void CoulombFrictionUpdates::updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const { @@ -303,8 +302,6 @@ inline void CoulombFrictionUpdates::updateFractureState( localIndex const k, if( dispJump[0] > -m_displacementJumpThreshold ) { fractureState = FractureState::Open; - m_elasticSlip[k][0] = 0.0; - m_elasticSlip[k][1] = 0.0; } else { @@ -319,7 +316,45 @@ inline void CoulombFrictionUpdates::updateFractureState( localIndex const k, // Yield function (not necessary but makes it clearer) real64 const yield = tauNorm - limitTau; - fractureState = yield < 0 ? FractureState::Stick : FractureState::Slip; + if( yield < 0 ) + { + fractureState = FractureState::Stick; + } + else + { + fractureState = FractureState::Slip; + } + } +} + +GEOS_HOST_DEVICE +inline void CoulombFrictionUpdates::updateElasticSlip( localIndex const k, + arraySlice1d< real64 const > const & dispJump, + arraySlice1d< real64 const > const & oldDispJump, + arraySlice1d< real64 const > const & tractionVector, + integer const & fractureState ) const +{ + using namespace fields::contact; + + if( fractureState == FractureState::Open ) + { + m_elasticSlip[k][0] = 0.0; + m_elasticSlip[k][1] = 0.0; + } + else + { + if( fractureState == FractureState::Stick ) + { + // The slip is only elastic: we add the full slip to the elastic one + real64 const slip[2] = { dispJump[1] - oldDispJump[1], + dispJump[2] - oldDispJump[2] }; + LvArray::tensorOps::add< 2 >( m_elasticSlip[k], slip ); + } + else if( fractureState == FractureState::Slip ) + { + m_elasticSlip[k][0] = tractionVector[1] / m_shearStiffness; + m_elasticSlip[k][1] = tractionVector[2] / m_shearStiffness; + } } } @@ -328,6 +363,7 @@ inline void CoulombFrictionUpdates::updateTraction( arraySlice1d< real64 const > arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & penalty, arraySlice1d< real64 const > const & traction, + real64 const faceArea, bool const symmetric, bool const fixedLimitTau, real64 const normalTractionTolerance, @@ -344,9 +380,9 @@ inline void CoulombFrictionUpdates::updateTraction( arraySlice1d< real64 const > // Compute the trial traction real64 tractionTrial[ 3 ]; - tractionTrial[ 0 ] = traction[0] + penalty[0] * dispJump[0]; - tractionTrial[ 1 ] = traction[1] + penalty[1] * (dispJump[1] - oldDispJump[1]); - tractionTrial[ 2 ] = traction[2] + penalty[1] * (dispJump[2] - oldDispJump[2]); + tractionTrial[ 0 ] = traction[0] + penalty[0] * dispJump[0] * faceArea; + tractionTrial[ 1 ] = traction[1] + penalty[1] * (dispJump[1] - oldDispJump[1]) * faceArea; + tractionTrial[ 2 ] = traction[2] + penalty[1] * (dispJump[2] - oldDispJump[2]) * faceArea; // Compute tangential trial traction norm real64 const tau[2] = { tractionTrial[1], @@ -389,7 +425,9 @@ inline void CoulombFrictionUpdates::updateTraction( arraySlice1d< real64 const > tractionNew[2] = tractionTrial[2]; if( fractureState != FractureState::Open ) + { fractureState = FractureState::Stick; + } } else if( limitTau <= tangentialTractionTolerance ) { @@ -400,7 +438,9 @@ inline void CoulombFrictionUpdates::updateTraction( arraySlice1d< real64 const > tractionNew[2] = (fixedLimitTau) ? tractionTrial[2] : 0.0; if( fractureState != FractureState::Open ) + { fractureState = FractureState::Slip; + } } else { @@ -462,15 +502,16 @@ inline void CoulombFrictionUpdates::updateTractionOnly( arraySlice1d< real64 con arraySlice1d< real64 const > const & deltaDispJump, arraySlice1d< real64 const > const & penalty, arraySlice1d< real64 const > const & traction, + real64 const faceArea, arraySlice1d< real64 > const & tractionNew ) const { // TODO: Pass this tol as an argument or define a new class member real64 const zero = LvArray::NumericLimits< real64 >::epsilon; - tractionNew[0] = traction[0] + penalty[0] * dispJump[0]; - tractionNew[1] = traction[1] + penalty[1] * deltaDispJump[1]; - tractionNew[2] = traction[2] + penalty[1] * deltaDispJump[2]; + tractionNew[0] = traction[0] + penalty[0] * dispJump[0] * faceArea; + tractionNew[1] = traction[1] + penalty[1] * deltaDispJump[1] * faceArea; + tractionNew[2] = traction[2] + penalty[1] * deltaDispJump[2] * faceArea; real64 const tau[2] = { tractionNew[1], tractionNew[2] }; diff --git a/src/coreComponents/constitutive/contact/FrictionBase.cpp b/src/coreComponents/constitutive/contact/FrictionBase.cpp index a4443bcf33..d440e9c53b 100644 --- a/src/coreComponents/constitutive/contact/FrictionBase.cpp +++ b/src/coreComponents/constitutive/contact/FrictionBase.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/contact/FrictionBase.hpp b/src/coreComponents/constitutive/contact/FrictionBase.hpp index e05923f299..d44a9fae7d 100644 --- a/src/coreComponents/constitutive/contact/FrictionBase.hpp +++ b/src/coreComponents/constitutive/contact/FrictionBase.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. @@ -83,11 +84,26 @@ class FrictionBaseUpdates */ GEOS_HOST_DEVICE inline - virtual void updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, + virtual void updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const - { GEOS_UNUSED_VAR( k, dispJump, tractionVector, fractureState ); } + { GEOS_UNUSED_VAR( dispJump, tractionVector, fractureState ); } + + /** + * @brief Evaluate and store the elastic slip + * @param[in] dispJump the displacement jump + * @param[in] oldDispJump the previous displacement jump + * @param[in] tractionVector the traction vector + * @param[out] fractureState the fracture state + */ + GEOS_HOST_DEVICE + inline + virtual void updateElasticSlip( localIndex const k, + arraySlice1d< real64 const > const & dispJump, + arraySlice1d< real64 const > const & oldDispJump, + arraySlice1d< real64 const > const & tractionVector, + integer const & fractureState ) const + { GEOS_UNUSED_VAR( k, dispJump, oldDispJump, tractionVector, fractureState ); } /** * @brief Update the trial traction vector ( return mapping ) @@ -109,6 +125,7 @@ class FrictionBaseUpdates arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & penalty, arraySlice1d< real64 const > const & traction, + real64 const faceArea, bool const symmetric, bool const fixedLimitTau, real64 const normalTractionTolerance, @@ -117,7 +134,7 @@ class FrictionBaseUpdates real64 ( & tractionNew )[3], integer & fractureState ) const { - GEOS_UNUSED_VAR( oldDispJump, dispJump, penalty, traction, symmetric, fixedLimitTau, + GEOS_UNUSED_VAR( oldDispJump, dispJump, penalty, traction, faceArea, symmetric, fixedLimitTau, normalTractionTolerance, tangentialTractionTolerance, dTraction_dDispJump, tractionNew, fractureState ); } @@ -136,8 +153,9 @@ class FrictionBaseUpdates arraySlice1d< real64 const > const & deltaDispJump, arraySlice1d< real64 const > const & penalty, arraySlice1d< real64 const > const & traction, + real64 const faceArea, arraySlice1d< real64 > const & tractionNew ) const - { GEOS_UNUSED_VAR( dispJump, deltaDispJump, penalty, traction, tractionNew ); } + { GEOS_UNUSED_VAR( dispJump, deltaDispJump, penalty, traction, faceArea, tractionNew ); } /** * @brief Check for the constraint satisfaction @@ -175,7 +193,11 @@ class FrictionBaseUpdates inline virtual real64 computeLimitTangentialTractionNorm( real64 const & normalTraction, real64 & dLimitTangentialTractionNorm_dTraction ) const - { GEOS_UNUSED_VAR( normalTraction, dLimitTangentialTractionNorm_dTraction ); return 0; }; + { + GEOS_UNUSED_VAR( normalTraction ); + dLimitTangentialTractionNorm_dTraction = 0.0; + return 0; + } protected: diff --git a/src/coreComponents/constitutive/contact/FrictionSelector.hpp b/src/coreComponents/constitutive/contact/FrictionSelector.hpp index 8eab7ff72d..7ed06f6a79 100644 --- a/src/coreComponents/constitutive/contact/FrictionSelector.hpp +++ b/src/coreComponents/constitutive/contact/FrictionSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -23,6 +23,7 @@ #include "constitutive/ConstitutivePassThruHandler.hpp" #include "constitutive/contact/CoulombFriction.hpp" #include "constitutive/contact/FrictionlessContact.hpp" +#include "constitutive/contact/RateAndStateFriction.hpp" namespace geos { @@ -35,7 +36,8 @@ void constitutiveUpdatePassThru( FrictionBase const & contact, LAMBDA && lambda ) { ConstitutivePassThruHandler< FrictionlessContact, - CoulombFriction >::execute( contact, std::forward< LAMBDA >( lambda ) ); + CoulombFriction, + RateAndStateFriction >::execute( contact, std::forward< LAMBDA >( lambda ) ); } template< typename LAMBDA > @@ -43,7 +45,8 @@ void constitutiveUpdatePassThru( FrictionBase & contact, LAMBDA && lambda ) { ConstitutivePassThruHandler< FrictionlessContact, - CoulombFriction >::execute( contact, std::forward< LAMBDA >( lambda ) ); + CoulombFriction, + RateAndStateFriction >::execute( contact, std::forward< LAMBDA >( lambda ) ); } } /* namespace constitutive */ diff --git a/src/coreComponents/constitutive/contact/FrictionlessContact.cpp b/src/coreComponents/constitutive/contact/FrictionlessContact.cpp index e7fb6bb8ba..de63d4d881 100644 --- a/src/coreComponents/constitutive/contact/FrictionlessContact.cpp +++ b/src/coreComponents/constitutive/contact/FrictionlessContact.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/contact/FrictionlessContact.hpp b/src/coreComponents/constitutive/contact/FrictionlessContact.hpp index 83e53fd8e1..1b17e07dfd 100644 --- a/src/coreComponents/constitutive/contact/FrictionlessContact.hpp +++ b/src/coreComponents/constitutive/contact/FrictionlessContact.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -58,25 +58,10 @@ class FrictionlessContactUpdates : public FrictionBaseUpdates GEOS_HOST_DEVICE inline - virtual void updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, + virtual void updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const override final; - - /** - * @brief Evaluate the limit tangential traction norm and return the derivative wrt normal traction - * @param[in] normalTraction the normal traction - * @param[out] dLimitTangentialTractionNorm_dTraction the derivative of the limit tangential traction norm wrt normal traction - * @return the limit tangential traction norm - */ - GEOS_HOST_DEVICE - inline - virtual real64 computeLimitTangentialTractionNorm( real64 const & normalTraction, - real64 & dLimitTangentialTractionNorm_dTraction ) const override final - { GEOS_UNUSED_VAR( normalTraction, dLimitTangentialTractionNorm_dTraction ); return 0.0; } - -private: }; @@ -132,12 +117,11 @@ class FrictionlessContact : public FrictionBase GEOS_HOST_DEVICE -inline void FrictionlessContactUpdates::updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, +inline void FrictionlessContactUpdates::updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const { - GEOS_UNUSED_VAR( k, tractionVector ); + GEOS_UNUSED_VAR( tractionVector ); using namespace fields::contact; fractureState = dispJump[0] > m_displacementJumpThreshold ? FractureState::Open : FractureState::Stick; } diff --git a/src/coreComponents/constitutive/contact/HydraulicApertureBase.cpp b/src/coreComponents/constitutive/contact/HydraulicApertureBase.cpp index 81ca7a5509..2f5c715453 100644 --- a/src/coreComponents/constitutive/contact/HydraulicApertureBase.cpp +++ b/src/coreComponents/constitutive/contact/HydraulicApertureBase.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/contact/HydraulicApertureBase.hpp b/src/coreComponents/constitutive/contact/HydraulicApertureBase.hpp index dab7b35957..701a20213f 100644 --- a/src/coreComponents/constitutive/contact/HydraulicApertureBase.hpp +++ b/src/coreComponents/constitutive/contact/HydraulicApertureBase.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/contact/HydraulicApertureRelationSelector.hpp b/src/coreComponents/constitutive/contact/HydraulicApertureRelationSelector.hpp index 0d32794c1e..f8675f1dc1 100644 --- a/src/coreComponents/constitutive/contact/HydraulicApertureRelationSelector.hpp +++ b/src/coreComponents/constitutive/contact/HydraulicApertureRelationSelector.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/contact/HydraulicApertureTable.cpp b/src/coreComponents/constitutive/contact/HydraulicApertureTable.cpp index b57d9e3e58..6fe5c08b42 100644 --- a/src/coreComponents/constitutive/contact/HydraulicApertureTable.cpp +++ b/src/coreComponents/constitutive/contact/HydraulicApertureTable.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/contact/HydraulicApertureTable.hpp b/src/coreComponents/constitutive/contact/HydraulicApertureTable.hpp index 2022e6cec5..49aad4568b 100644 --- a/src/coreComponents/constitutive/contact/HydraulicApertureTable.hpp +++ b/src/coreComponents/constitutive/contact/HydraulicApertureTable.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/contact/RateAndStateFriction.cpp b/src/coreComponents/constitutive/contact/RateAndStateFriction.cpp index f26954a331..30d43c9ae7 100644 --- a/src/coreComponents/constitutive/contact/RateAndStateFriction.cpp +++ b/src/coreComponents/constitutive/contact/RateAndStateFriction.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/contact/RateAndStateFriction.hpp b/src/coreComponents/constitutive/contact/RateAndStateFriction.hpp index 9b9341ce1a..e05a408983 100644 --- a/src/coreComponents/constitutive/contact/RateAndStateFriction.hpp +++ b/src/coreComponents/constitutive/contact/RateAndStateFriction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2018-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -110,8 +110,7 @@ class RateAndStateFriction : public FrictionBase GEOS_HOST_DEVICE inline - virtual void updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, + virtual void updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const override final; @@ -239,13 +238,12 @@ class RateAndStateFriction : public FrictionBase }; GEOS_HOST_DEVICE -inline void RateAndStateFriction::KernelWrapper::updateFractureState( localIndex const k, - arraySlice1d< real64 const > const & dispJump, +inline void RateAndStateFriction::KernelWrapper::updateFractureState( arraySlice1d< real64 const > const & dispJump, arraySlice1d< real64 const > const & tractionVector, integer & fractureState ) const { - GEOS_UNUSED_VAR( tractionVector, k ); + GEOS_UNUSED_VAR( tractionVector ); using namespace fields::contact; if( dispJump[0] > -m_displacementJumpThreshold ) diff --git a/src/coreComponents/constitutive/diffusion/ConstantDiffusion.cpp b/src/coreComponents/constitutive/diffusion/ConstantDiffusion.cpp index d53096ba4f..cff80fed21 100644 --- a/src/coreComponents/constitutive/diffusion/ConstantDiffusion.cpp +++ b/src/coreComponents/constitutive/diffusion/ConstantDiffusion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/diffusion/ConstantDiffusion.hpp b/src/coreComponents/constitutive/diffusion/ConstantDiffusion.hpp index c482781b8b..66f586ab63 100644 --- a/src/coreComponents/constitutive/diffusion/ConstantDiffusion.hpp +++ b/src/coreComponents/constitutive/diffusion/ConstantDiffusion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/diffusion/DiffusionBase.cpp b/src/coreComponents/constitutive/diffusion/DiffusionBase.cpp index 8bacdb7dfb..491bc987a9 100644 --- a/src/coreComponents/constitutive/diffusion/DiffusionBase.cpp +++ b/src/coreComponents/constitutive/diffusion/DiffusionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/diffusion/DiffusionBase.hpp b/src/coreComponents/constitutive/diffusion/DiffusionBase.hpp index 7bc5daed75..430d52852f 100644 --- a/src/coreComponents/constitutive/diffusion/DiffusionBase.hpp +++ b/src/coreComponents/constitutive/diffusion/DiffusionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/diffusion/DiffusionFields.hpp b/src/coreComponents/constitutive/diffusion/DiffusionFields.hpp index 397f621455..e570a5584d 100644 --- a/src/coreComponents/constitutive/diffusion/DiffusionFields.hpp +++ b/src/coreComponents/constitutive/diffusion/DiffusionFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/diffusion/DiffusionSelector.hpp b/src/coreComponents/constitutive/diffusion/DiffusionSelector.hpp index fe077fef54..40325527e2 100644 --- a/src/coreComponents/constitutive/diffusion/DiffusionSelector.hpp +++ b/src/coreComponents/constitutive/diffusion/DiffusionSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/dispersion/DispersionBase.cpp b/src/coreComponents/constitutive/dispersion/DispersionBase.cpp index 8e15b45fe7..2789f5a07d 100644 --- a/src/coreComponents/constitutive/dispersion/DispersionBase.cpp +++ b/src/coreComponents/constitutive/dispersion/DispersionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/dispersion/DispersionBase.hpp b/src/coreComponents/constitutive/dispersion/DispersionBase.hpp index 6ced3ca28b..4a653aed6e 100644 --- a/src/coreComponents/constitutive/dispersion/DispersionBase.hpp +++ b/src/coreComponents/constitutive/dispersion/DispersionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/dispersion/DispersionFields.hpp b/src/coreComponents/constitutive/dispersion/DispersionFields.hpp index 0baca85dca..a4be818773 100644 --- a/src/coreComponents/constitutive/dispersion/DispersionFields.hpp +++ b/src/coreComponents/constitutive/dispersion/DispersionFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/dispersion/DispersionSelector.hpp b/src/coreComponents/constitutive/dispersion/DispersionSelector.hpp index 3dda4ba2ab..c330115a49 100644 --- a/src/coreComponents/constitutive/dispersion/DispersionSelector.hpp +++ b/src/coreComponents/constitutive/dispersion/DispersionSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.cpp b/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.cpp index 5f49d1a66f..88e0339f14 100644 --- a/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.cpp +++ b/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.hpp b/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.hpp index 949f72e51d..de7193694b 100644 --- a/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.hpp +++ b/src/coreComponents/constitutive/dispersion/LinearIsotropicDispersion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.cpp index c90b6c296f..ee6b5482a9 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.hpp index 3675ff4ac8..7b35053a4a 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/CO2BrineFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/PhaseModel.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/PhaseModel.hpp index 9c398939b6..d422cc39bd 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/PhaseModel.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/PhaseModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.cpp index 5edd296fd5..27eb1053d3 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.hpp index 2e000d40f9..5231b07740 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/BrineEnthalpy.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.cpp index 227f5a9391..1ab2bf40a9 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.hpp index 534c9d1f1d..bb5a47ea10 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2EOSSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.cpp index 01683a9dd6..90de88580b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.hpp index 034ad20475..6cc0852f4a 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Enthalpy.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.cpp index 131fdb60ed..f3946b7bc0 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.hpp index fe24e1e027..9e637b7c9b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2Solubility.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.cpp index 7defd458bd..3170912fec 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.hpp index 9b918c8be5..92c37932e5 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilityDuanSun.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.cpp index f9ce8006fc..4d832d01a2 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.hpp index 1f612890a9..187ad434fd 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/CO2SolubilitySpycherPruess.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.cpp index 7ba7020fa9..d35b2c040f 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -59,7 +59,7 @@ EzrokhiBrineDensity::EzrokhiBrineDensity( string const & name, void EzrokhiBrineDensity::makeCoefficients( string_array const & inputPara ) { - // compute brine density following Ezrokhi`s method (referenced in Eclipse TD, Aqueous phase properties) + // compute brine density following Ezrokhi`s method // Reference : Zaytsev, I.D. and Aseyev, G.G. Properties of Aqueous Solutions of Electrolytes, Boca Raton, Florida, USA CRC Press (1993). m_waterCompressibility = 4.5e-10; // Pa-1 diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.hpp index 5942eff4f0..edf0d08333 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineDensity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.cpp index c300237899..65976e0d0d 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -57,7 +57,7 @@ EzrokhiBrineViscosity::EzrokhiBrineViscosity( string const & name, void EzrokhiBrineViscosity::makeCoefficients( string_array const & inputPara ) { - // compute brine viscosity following Ezrokhi`s method (referenced in Eclipse TD, Aqueous phase properties) + // compute brine viscosity following Ezrokhi`s method // Reference : Zaytsev, I.D. and Aseyev, G.G. Properties of Aqueous Solutions of Electrolytes, Boca Raton, Florida, USA CRC Press (1993). GEOS_THROW_IF_LT_MSG( inputPara.size(), 5, GEOS_FMT( "{}: insufficient number of model parameters", m_functionName ), diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.hpp index 7140a4ca41..bcecc69822 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/EzrokhiBrineViscosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.cpp index 11bc652225..9664a1b3ec 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.hpp index ea49088291..889c1e3945 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FenghourCO2Viscosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FlashModelBase.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FlashModelBase.hpp index acef1ec1ab..ca568be573 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FlashModelBase.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/FlashModelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/NoOpPVTFunction.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/NoOpPVTFunction.hpp index c647a071f7..4be877cc7d 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/NoOpPVTFunction.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/NoOpPVTFunction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionBase.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionBase.hpp index 135d7c899c..877d097bf4 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionBase.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.cpp index a05497483e..d38da4703b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -45,7 +45,7 @@ BlackOilTables::readTable( string const & fileName, // Remove whitespace and end-of-line characters, if any str = stringutilities::trim( str, " \r" ); - // Remove # and -- (Eclipse-style) comments + // Remove # and -- comments str = stringutilities::removeStringAndFollowingContent( str, "#" ); str = stringutilities::removeStringAndFollowingContent( str, "--" ); diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.hpp index 9dde0d4cf3..91afd9c887 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.cpp index 017f5ab92f..de64669699 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.hpp index fbfa037be9..6a1147d57e 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineDensity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.cpp index 8dd96a8a82..a38a58cc66 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.hpp index bdb6bfa0f5..1f429e5d55 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PhillipsBrineViscosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.cpp index a3cb6458b9..3d47411ea9 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.hpp index 872983ce8b..15d39c325e 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/PureWaterProperties.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.cpp index 0ef520014a..d2922a6a17 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.hpp index f729064fcf..fcaaff68ca 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/SpanWagnerCO2Density.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.cpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.cpp index 41a047c11b..bcfccaf975 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.hpp b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.hpp index 36cd493266..2787b80f12 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/CO2Brine/functions/WaterDensity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/Layouts.hpp b/src/coreComponents/constitutive/fluid/multifluid/Layouts.hpp index 626f988104..49a0431a29 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/Layouts.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/Layouts.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.cpp b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.cpp index 1afc822b97..506741cf8d 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.hpp b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.hpp index 97a3acff8a..dbddad1cd4 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidConstants.hpp b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidConstants.hpp index 191d49a90b..1fbd6db0ac 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidConstants.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidConstants.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidFields.hpp b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidFields.hpp index 4983406b17..bc47e09d75 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidFields.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidSelector.hpp b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidSelector.hpp index 580a965061..5636a98d99 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidSelector.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -53,6 +53,7 @@ void constitutiveUpdatePassThru( constitutive::MultiFluidBase const & fluid, #if !defined(GEOS_DEVICE_COMPILE) CO2BrineEzrokhiThermalFluid, CompositionalTwoPhaseLohrenzBrayClarkViscosity, + CompositionalThreePhaseLohrenzBrayClarkViscosity, #endif CompositionalTwoPhaseConstantViscosity >::execute( fluid, std::forward< LAMBDA >( lambda ) ); @@ -75,6 +76,7 @@ void constitutiveUpdatePassThru( constitutive::MultiFluidBase & fluid, #if !defined(GEOS_DEVICE_COMPILE) CO2BrineEzrokhiThermalFluid, CompositionalTwoPhaseLohrenzBrayClarkViscosity, + CompositionalThreePhaseLohrenzBrayClarkViscosity, #endif CompositionalTwoPhaseConstantViscosity >::execute( fluid, std::forward< LAMBDA >( lambda ) ); diff --git a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidUtils.hpp b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidUtils.hpp index 68283ef38c..900561fa5e 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/MultiFluidUtils.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/MultiFluidUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.cpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.cpp index 4a4118c1cb..a1e44064dd 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -49,7 +49,7 @@ void BlackOilFluid::postInputInitialization() void BlackOilFluid::readInputDataFromTableFunctions() { - GEOS_THROW( GEOS_FMT( "{}: this option is not implemented yet, please provide PVT files in standard Eclipse format", getFullName() ), + GEOS_THROW( GEOS_FMT( "{}: this option is not implemented yet, please provide PVT files in standard text format", getFullName() ), InputError ); } diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.hpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.hpp index 112c677bad..444330af0b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -276,7 +276,7 @@ class BlackOilFluid : public BlackOilFluidBase virtual void readInputDataFromPVTFiles() override; /** - * @brief Read all the PVT table provided by the user in Eclipse format + * @brief Read all the PVT table provided by the user in text format * @param[in] oilTable the oil table data read from file * @param[in] oilSurfaceMassDensity the oil phase surface mass density * @param[in] oilSurfaceMolecularWeight the oil phase surface molecular weight diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.cpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.cpp index 0e86a3e777..45e4046102 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.hpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.hpp index dbca6083fc..a5f4f9b756 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/BlackOilFluidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -144,7 +144,7 @@ class BlackOilFluidBase : public MultiFluidBase virtual void readInputDataFromTableFunctions() = 0; /** - * @brief Read all the PVT table provided by the user in Eclipse format + * @brief Read all the PVT table provided by the user in text format */ virtual void readInputDataFromPVTFiles() = 0; diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.cpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.cpp index 9116280888..ef8888c16d 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.hpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.hpp index 69311e692f..0b87bbd7d6 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/DeadOilFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -148,7 +148,7 @@ class DeadOilFluid : public BlackOilFluidBase virtual void readInputDataFromTableFunctions() override; /** - * @brief Read all the PVT table provided by the user in Eclipse format + * @brief Read all the PVT table provided by the user in text format */ virtual void readInputDataFromPVTFiles() override; diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.cpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.cpp index 1a36a2e124..a8d96c41d8 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.hpp b/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.hpp index cec6671cb9..d73bfb702e 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/blackOil/PVTOData.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.cpp index aa91a80238..493c92db61 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,6 +22,7 @@ #include "constitutive/fluid/multifluid/CO2Brine/functions/PVTFunctionHelpers.hpp" #include "constitutive/fluid/multifluid/MultiFluidFields.hpp" #include "codingUtilities/Utilities.hpp" +#include "common/format/StringUtilities.hpp" namespace geos { @@ -51,6 +52,7 @@ CompositionalMultiphaseFluid( string const & name, Group * const parent ) m_parameters( createModelParameters() ) { using InputFlags = dataRepository::InputFlags; + using RestartFlags = dataRepository::RestartFlags; getWrapperBase( viewKeyStruct::componentNamesString() ).setInputFlag( InputFlags::REQUIRED ); getWrapperBase( viewKeyStruct::componentMolarWeightString() ).setInputFlag( InputFlags::REQUIRED ); @@ -80,13 +82,18 @@ CompositionalMultiphaseFluid( string const & name, Group * const parent ) // Link parameters specific to each model m_parameters->registerParameters( this ); + + // Register extra wrappers to enable auto-cloning + registerWrapper( "phaseOrder", &m_phaseOrder ) + .setSizedFromParent( 0 ) + .setRestartFlags( RestartFlags::NO_WRITE ); } template< typename FLASH, typename PHASE1, typename PHASE2, typename PHASE3 > integer CompositionalMultiphaseFluid< FLASH, PHASE1, PHASE2, PHASE3 >::getWaterPhaseIndex() const { - string const expectedWaterPhaseNames[] = { "water" }; - return PVTProps::PVTFunctionHelpers::findName( m_phaseNames, expectedWaterPhaseNames, viewKeyStruct::phaseNamesString() ); + integer const aqueous = static_cast< integer >(PhaseType::AQUEOUS); + return m_phaseOrder.size() > aqueous ? m_phaseOrder[aqueous] : -1; } template< typename FLASH, typename PHASE1, typename PHASE2, typename PHASE3 > @@ -170,6 +177,12 @@ void CompositionalMultiphaseFluid< FLASH, PHASE1, PHASE2, PHASE3 >::postInputIni } } + // Determine the phase ordering + m_phaseOrder.resize( 3 ); + m_phaseOrder[PhaseType::LIQUID] = findPhaseIndex( "oil,liq,liquid" ); + m_phaseOrder[PhaseType::VAPOUR] = findPhaseIndex( "gas,vap,vapor,vapour" ); + m_phaseOrder[PhaseType::AQUEOUS] = findPhaseIndex( "wat,water,aqueous" ); + m_parameters->postInputInitialization( this, *m_componentProperties ); } @@ -210,6 +223,7 @@ CompositionalMultiphaseFluid< FLASH, PHASE1, PHASE2, PHASE3 >::createKernelWrapp *m_phase1, *m_phase2, *m_phase3, + m_phaseOrder.toViewConst(), m_componentMolarWeight, m_useMass, m_phaseFraction.toView(), @@ -247,6 +261,22 @@ void CompositionalMultiphaseFluid< FLASH, PHASE1, PHASE2, PHASE3 >::createModels *m_parameters ); } +template< typename FLASH, typename PHASE1, typename PHASE2, typename PHASE3 > +integer CompositionalMultiphaseFluid< FLASH, PHASE1, PHASE2, PHASE3 >::findPhaseIndex( string names ) const +{ + auto const nameContainer = stringutilities::tokenize( names, ",", true, false ); + + for( integer ip = 0; ip < numFluidPhases(); ++ip ) + { + std::string const phaseName = stringutilities::toLower( m_phaseNames[ip] ); + if( std::find( nameContainer.begin(), nameContainer.end(), phaseName ) != nameContainer.end()) + { + return ip; + } + } + return -1; +} + // Create the fluid models template< typename FLASH, typename PHASE1, typename PHASE2, typename PHASE3 > std::unique_ptr< compositional::ModelParameters > @@ -269,6 +299,11 @@ template class CompositionalMultiphaseFluid< compositional::NegativeTwoPhaseFlashModel, compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel >, compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel > >; +template class CompositionalMultiphaseFluid< + compositional::ImmiscibleWaterFlashModel, + compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel >, + compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel >, + compositional::PhaseModel< compositional::ImmiscibleWaterDensity, compositional::ImmiscibleWaterViscosity, compositional::NullModel > >; REGISTER_CATALOG_ENTRY( ConstitutiveBase, CompositionalTwoPhaseConstantViscosity, @@ -280,6 +315,11 @@ REGISTER_CATALOG_ENTRY( ConstitutiveBase, string const &, dataRepository::Group * const ) +REGISTER_CATALOG_ENTRY( ConstitutiveBase, + CompositionalThreePhaseLohrenzBrayClarkViscosity, + string const &, + dataRepository::Group * const ) + } // namespace constitutive } // namespace geos diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.hpp index a8f846aac3..e4bb578917 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -23,6 +23,9 @@ #include "constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.hpp" #include "constitutive/fluid/multifluid/compositional/models/ConstantViscosity.hpp" #include "constitutive/fluid/multifluid/compositional/models/CompositionalDensity.hpp" +#include "constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.hpp" +#include "constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.hpp" +#include "constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.hpp" #include "constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.hpp" #include "constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.hpp" #include "constitutive/fluid/multifluid/compositional/models/ModelParameters.hpp" @@ -110,15 +113,27 @@ class CompositionalMultiphaseFluid : public MultiFluidBase virtual void resizeFields( localIndex const size, localIndex const numPts ) override; + enum PhaseType : integer + { + LIQUID = 0, + VAPOUR = 1, + AQUEOUS = 2, + }; + private: // Create the fluid models void createModels(); + integer findPhaseIndex( string names ) const; + static std::unique_ptr< compositional::ModelParameters > createModelParameters(); // Flash model std::unique_ptr< FLASH > m_flash{}; + // Phase ordering + array1d< integer > m_phaseOrder; + // Phase models std::unique_ptr< PHASE1 > m_phase1{}; std::unique_ptr< PHASE2 > m_phase2{}; @@ -142,6 +157,11 @@ using CompositionalTwoPhaseLohrenzBrayClarkViscosity = CompositionalMultiphaseFl compositional::NegativeTwoPhaseFlashModel, compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel >, compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel > >; +using CompositionalThreePhaseLohrenzBrayClarkViscosity = CompositionalMultiphaseFluid< + compositional::ImmiscibleWaterFlashModel, + compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel >, + compositional::PhaseModel< compositional::CompositionalDensity, compositional::LohrenzBrayClarkViscosity, compositional::NullModel >, + compositional::PhaseModel< compositional::ImmiscibleWaterDensity, compositional::ImmiscibleWaterViscosity, compositional::NullModel > >; } /* namespace constitutive */ diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.cpp index 0edd011362..9aea320884 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.hpp index e6fa1574e5..1b5d9b6db4 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidPVTPackage.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.cpp index 1ef2d44b8f..299dd2eb11 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.hpp index 1567f4b4c4..ee3b4ee1dd 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluidUpdates.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -46,6 +46,7 @@ class CompositionalMultiphaseFluidUpdates final : public MultiFluidBase::KernelW PHASE1 const & phase1, PHASE2 const & phase2, PHASE3 const & phase3, + arrayView1d< integer const > const & phaseOrder, arrayView1d< real64 const > const & componentMolarWeight, bool const useMass, MultiFluidBase::PhaseProp::ViewType phaseFrac, @@ -122,6 +123,9 @@ class CompositionalMultiphaseFluidUpdates final : public MultiFluidBase::KernelW // Flash kernel wrapper typename FLASH::KernelWrapper m_flash; + // The ordering of phases + arrayView1d< integer const > const m_phaseOrder; + // Phase model kernel wrappers typename PHASE1::KernelWrapper m_phase1; typename PHASE2::KernelWrapper m_phase2; @@ -138,6 +142,7 @@ CompositionalMultiphaseFluidUpdates( compositional::ComponentProperties const & PHASE1 const & phase1, PHASE2 const & phase2, PHASE3 const & phase3, + arrayView1d< integer const > const & phaseOrder, arrayView1d< real64 const > const & componentMolarWeight, bool const useMass, MultiFluidBase::PhaseProp::ViewType phaseFrac, @@ -161,6 +166,7 @@ CompositionalMultiphaseFluidUpdates( compositional::ComponentProperties const & std::move( totalDensity ) ), m_componentProperties( componentProperties.createKernelWrapper() ), m_flash( flash.createKernelWrapper() ), + m_phaseOrder( phaseOrder ), m_phase1( phase1.createKernelWrapper() ), m_phase2( phase2.createKernelWrapper() ), m_phase3( phase3.createKernelWrapper() ), @@ -262,31 +268,31 @@ CompositionalMultiphaseFluidUpdates< FLASH, PHASE1, PHASE2, PHASE3 >::compute( m_phase1.density.compute( m_componentProperties, pressure, temperature, - phaseCompFrac.value[0].toSliceConst(), - phaseDens.value[0], - phaseDens.derivs[0], - phaseMassDensity.value[0], - phaseMassDensity.derivs[0], + phaseCompFrac.value[m_phaseOrder[0]].toSliceConst(), + phaseDens.value[m_phaseOrder[0]], + phaseDens.derivs[m_phaseOrder[0]], + phaseMassDensity.value[m_phaseOrder[0]], + phaseMassDensity.derivs[m_phaseOrder[0]], m_useMass ); m_phase2.density.compute( m_componentProperties, pressure, temperature, - phaseCompFrac.value[1].toSliceConst(), - phaseDens.value[1], - phaseDens.derivs[1], - phaseMassDensity.value[1], - phaseMassDensity.derivs[1], + phaseCompFrac.value[m_phaseOrder[1]].toSliceConst(), + phaseDens.value[m_phaseOrder[1]], + phaseDens.derivs[m_phaseOrder[1]], + phaseMassDensity.value[m_phaseOrder[1]], + phaseMassDensity.derivs[m_phaseOrder[1]], m_useMass ); if constexpr (2 < FLASH::KernelWrapper::getNumberOfPhases()) { m_phase3.density.compute( m_componentProperties, pressure, temperature, - phaseCompFrac.value[2].toSliceConst(), - phaseDens.value[2], - phaseDens.derivs[2], - phaseMassDensity.value[2], - phaseMassDensity.derivs[2], + phaseCompFrac.value[m_phaseOrder[2]].toSliceConst(), + phaseDens.value[m_phaseOrder[2]], + phaseDens.derivs[m_phaseOrder[2]], + phaseMassDensity.value[m_phaseOrder[2]], + phaseMassDensity.derivs[m_phaseOrder[2]], m_useMass ); } @@ -294,31 +300,31 @@ CompositionalMultiphaseFluidUpdates< FLASH, PHASE1, PHASE2, PHASE3 >::compute( m_phase1.viscosity.compute( m_componentProperties, pressure, temperature, - phaseCompFrac.value[0].toSliceConst(), - phaseMassDensity.value[0], - phaseMassDensity.derivs[0].toSliceConst(), - phaseVisc.value[0], - phaseVisc.derivs[0], + phaseCompFrac.value[m_phaseOrder[0]].toSliceConst(), + phaseMassDensity.value[m_phaseOrder[0]], + phaseMassDensity.derivs[m_phaseOrder[0]].toSliceConst(), + phaseVisc.value[m_phaseOrder[0]], + phaseVisc.derivs[m_phaseOrder[0]], m_useMass ); m_phase2.viscosity.compute( m_componentProperties, pressure, temperature, - phaseCompFrac.value[1].toSliceConst(), - phaseMassDensity.value[1], - phaseMassDensity.derivs[1].toSliceConst(), - phaseVisc.value[1], - phaseVisc.derivs[1], + phaseCompFrac.value[m_phaseOrder[1]].toSliceConst(), + phaseMassDensity.value[m_phaseOrder[1]], + phaseMassDensity.derivs[m_phaseOrder[1]].toSliceConst(), + phaseVisc.value[m_phaseOrder[1]], + phaseVisc.derivs[m_phaseOrder[1]], m_useMass ); if constexpr (2 < FLASH::KernelWrapper::getNumberOfPhases()) { m_phase3.viscosity.compute( m_componentProperties, pressure, temperature, - phaseCompFrac.value[2].toSliceConst(), - phaseMassDensity.value[2], - phaseMassDensity.derivs[2].toSliceConst(), - phaseVisc.value[2], - phaseVisc.derivs[2], + phaseCompFrac.value[m_phaseOrder[2]].toSliceConst(), + phaseMassDensity.value[m_phaseOrder[2]], + phaseMassDensity.derivs[m_phaseOrder[2]].toSliceConst(), + phaseVisc.value[m_phaseOrder[2]], + phaseVisc.derivs[m_phaseOrder[2]], m_useMass ); } diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalProperties.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalProperties.hpp index d58252d405..c0bfac86dd 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalProperties.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalProperties.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalPropertiesImpl.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalPropertiesImpl.hpp index d7ac72c291..9c6a39b30b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalPropertiesImpl.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CompositionalPropertiesImpl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CubicEOSPhaseModel.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CubicEOSPhaseModel.hpp index ac6d7efc24..faa8d4496b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CubicEOSPhaseModel.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/CubicEOSPhaseModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/FugacityCalculator.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/FugacityCalculator.hpp index 758a4e8ec8..2fa6af3a6f 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/FugacityCalculator.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/FugacityCalculator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/KValueInitialization.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/KValueInitialization.hpp index 7135d94490..f19219aeb9 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/KValueInitialization.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/KValueInitialization.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/NegativeTwoPhaseFlash.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/NegativeTwoPhaseFlash.hpp index f492995b1a..2af75b9b4b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/NegativeTwoPhaseFlash.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/NegativeTwoPhaseFlash.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/RachfordRice.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/RachfordRice.hpp index f12b715cbe..4b997c2c45 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/RachfordRice.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/RachfordRice.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/StabilityTest.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/StabilityTest.hpp index 95577d6a2c..2317bcfd34 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/StabilityTest.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/functions/StabilityTest.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ComponentProperties.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ComponentProperties.hpp index 2d92185454..e4a9935922 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ComponentProperties.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ComponentProperties.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.cpp index 6fe6b1a11e..99802799c4 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.hpp index 9fce5bdd02..beb58c14fb 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CompositionalDensity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.cpp index 76c565f51a..a3239a34f2 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.hpp index d7fabd362d..cee73c0ae1 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ConstantViscosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.cpp index e62ddefe07..95d147af02 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.hpp index c191e3cad2..3221e403ec 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/CriticalVolume.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/EquationOfState.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/EquationOfState.hpp index f88b8608b3..b27dd24931 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/EquationOfState.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/EquationOfState.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/FunctionBase.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/FunctionBase.hpp index 60d1538514..2bb0299e24 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/FunctionBase.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/FunctionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.cpp new file mode 100644 index 0000000000..22bb8d40b9 --- /dev/null +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.cpp @@ -0,0 +1,82 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2018-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ImmiscibleWaterDensity.cpp + */ + +#include "ImmiscibleWaterDensity.hpp" +#include "ImmiscibleWaterParameters.hpp" +#include "dataRepository/InputFlags.hpp" + +namespace geos +{ + +namespace constitutive +{ + +namespace compositional +{ + +ImmiscibleWaterDensityUpdate::ImmiscibleWaterDensityUpdate( real64 const waterMolecularWeight, + real64 const referencePressure, + real64 const referenceTemperature, + real64 const density, + real64 const compressibility, + real64 const expansionCoefficient ): + m_waterMolecularWeight( waterMolecularWeight ), + m_referencePressure( referencePressure ), + m_referenceTemperature( referenceTemperature ), + m_density( density ), + m_compressibility( compressibility ), + m_expansionCoefficient( expansionCoefficient ) +{} + +ImmiscibleWaterDensity::ImmiscibleWaterDensity( string const & name, + ComponentProperties const & componentProperties, + integer const phaseIndex, + ModelParameters const & modelParameters ): + FunctionBase( name, componentProperties ), + m_parameters( modelParameters ) +{ + GEOS_UNUSED_VAR( phaseIndex ); + integer const h2oIndex = ImmiscibleWaterParameters::getWaterComponentIndex( componentProperties ); + GEOS_THROW_IF_LT_MSG( h2oIndex, 0, "Water component not found", InputError ); + m_waterMolecularWeight = componentProperties.getComponentMolarWeight()[h2oIndex]; +} + +ImmiscibleWaterDensity::KernelWrapper +ImmiscibleWaterDensity::createKernelWrapper() const +{ + ImmiscibleWaterParameters const * waterParameters = m_parameters.get< ImmiscibleWaterParameters >(); + return KernelWrapper( m_waterMolecularWeight, + waterParameters->m_waterReferencePressure, + waterParameters->m_waterReferenceTemperature, + waterParameters->m_waterDensity, + waterParameters->m_waterCompressibility, + waterParameters->m_waterExpansionCoefficient ); +} + +std::unique_ptr< ModelParameters > +ImmiscibleWaterDensity::createParameters( std::unique_ptr< ModelParameters > parameters ) +{ + return ImmiscibleWaterParameters::create( std::move( parameters ) ); +} + +} // namespace compositional + +} // namespace constitutive + +} // namespace geos diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.hpp new file mode 100644 index 0000000000..8afadca5bb --- /dev/null +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.hpp @@ -0,0 +1,140 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2018-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ImmiscibleWaterDensity.cpp + */ + +#ifndef GEOS_CONSTITUTIVE_FLUID_MULTIFLUID_COMPOSITIONAL_MODELS_IMMISCIBLEWATERDENSITY_HPP_ +#define GEOS_CONSTITUTIVE_FLUID_MULTIFLUID_COMPOSITIONAL_MODELS_IMMISCIBLEWATERDENSITY_HPP_ + +#include "FunctionBase.hpp" +#include "constitutive/fluid/multifluid/Layouts.hpp" + +namespace geos +{ + +namespace constitutive +{ + +namespace compositional +{ + +class ImmiscibleWaterDensityUpdate final : public FunctionBaseUpdate +{ + using Deriv = geos::constitutive::multifluid::DerivativeOffset; +public: + ImmiscibleWaterDensityUpdate( real64 const waterMolecularWeight, + real64 const referencePressure, + real64 const referenceTemperature, + real64 const density, + real64 const compressibility, + real64 const expansionCoefficient ); + + template< integer USD1, integer USD2 > + GEOS_HOST_DEVICE + void compute( ComponentProperties::KernelWrapper const & componentProperties, + real64 const & pressure, + real64 const & temperature, + arraySlice1d< real64 const, USD1 > const & phaseComposition, + real64 & molarDensity, + arraySlice1d< real64, USD2 > const & dMolarDensity, + real64 & massDensity, + arraySlice1d< real64, USD2 > const & dMassDensity, + bool useMass ) const; + +private: + real64 const m_waterMolecularWeight; + real64 const m_referencePressure; + real64 const m_referenceTemperature; + real64 const m_density; + real64 const m_compressibility; + real64 const m_expansionCoefficient; +}; + +class ImmiscibleWaterDensity : public FunctionBase +{ +public: + ImmiscibleWaterDensity( string const & name, + ComponentProperties const & componentProperties, + integer const phaseIndex, + ModelParameters const & modelParameters ); + + static string catalogName() { return "ImmiscibleWaterDensity"; } + + virtual FunctionType functionType() const override + { + return FunctionType::DENSITY; + } + + /// Type of kernel wrapper for in-kernel update + using KernelWrapper = ImmiscibleWaterDensityUpdate; + + /** + * @brief Create an update kernel wrapper. + * @return the wrapper + */ + KernelWrapper createKernelWrapper() const; + + // Create parameters unique to this model + static std::unique_ptr< ModelParameters > createParameters( std::unique_ptr< ModelParameters > parameters ); + +private: + ModelParameters const & m_parameters; + real64 m_waterMolecularWeight{0.0}; +}; + +template< integer USD1, integer USD2 > +GEOS_HOST_DEVICE +void ImmiscibleWaterDensityUpdate::compute( + ComponentProperties::KernelWrapper const & componentProperties, + real64 const & pressure, + real64 const & temperature, + arraySlice1d< real64 const, USD1 > const & phaseComposition, + real64 & molarDensity, + arraySlice1d< real64, USD2 > const & dMolarDensity, + real64 & massDensity, + arraySlice1d< real64, USD2 > const & dMassDensity, + bool useMass ) const +{ + GEOS_UNUSED_VAR( componentProperties ); + GEOS_UNUSED_VAR( phaseComposition ); + GEOS_UNUSED_VAR( useMass ); + + LvArray::forValuesInSlice( dMolarDensity, setZero ); + LvArray::forValuesInSlice( dMassDensity, setZero ); + + real64 const density = m_density * + LvArray::math::exp( m_compressibility * (pressure - m_referencePressure) ) * + LvArray::math::exp( -m_expansionCoefficient * (temperature - m_referenceTemperature) ); + real64 const dDensity_dp = m_compressibility * density; + real64 const dDensity_dT = -m_expansionCoefficient * density; + + massDensity = density; + dMassDensity[Deriv::dP] = dDensity_dp; + dMassDensity[Deriv::dT] = dDensity_dT; + + molarDensity = density / m_waterMolecularWeight; + dMolarDensity[Deriv::dP] = dDensity_dp / m_waterMolecularWeight; + dMolarDensity[Deriv::dT] = dDensity_dT / m_waterMolecularWeight; +} + +} // end namespace compositional + +} // end namespace constitutive + +} // end namespace geos + +#endif //GEOS_CONSTITUTIVE_FLUID_MULTIFLUID_COMPOSITIONAL_MODELS_IMMISCIBLEWATERDENSITY_HPP_ diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.cpp index 62fafd8295..d095bcf0df 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.hpp index 96b213940c..d154b45d97 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterFlashModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.cpp index 87c1d65943..217b5ad54a 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -63,7 +63,41 @@ integer ImmiscibleWaterParameters::getWaterComponentIndex( ComponentProperties c void ImmiscibleWaterParameters::registerParametersImpl( MultiFluidBase * fluid ) { - GEOS_UNUSED_VAR( fluid ); + fluid->registerWrapper( viewKeyStruct::waterReferencePressureString(), &m_waterReferencePressure ). + setInputFlag( dataRepository::InputFlags::REQUIRED ). + setDescription( "The reference pressure for water density and viscosity" ); + + fluid->registerWrapper( viewKeyStruct::waterReferenceTemperatureString(), &m_waterReferenceTemperature ). + setInputFlag( dataRepository::InputFlags::OPTIONAL ). + setDefaultValue( m_waterReferenceTemperature ). + setDescription( "The reference temperature for water density and viscosity" ); + + fluid->registerWrapper( viewKeyStruct::waterDensityString(), &m_waterDensity ). + setInputFlag( dataRepository::InputFlags::REQUIRED ). + setDescription( "The water density at the reference pressure and temperature" ); + + fluid->registerWrapper( viewKeyStruct::waterViscosityString(), &m_waterViscosity ). + setInputFlag( dataRepository::InputFlags::REQUIRED ). + setDescription( "The water viscosity at the reference pressure and temperature" ); + + fluid->registerWrapper( viewKeyStruct::waterCompressibilityString(), &m_waterCompressibility ). + setInputFlag( dataRepository::InputFlags::REQUIRED ). + setDescription( "The compressibility of water" ); + + fluid->registerWrapper( viewKeyStruct::waterViscosityCompressibilityString(), &m_waterViscosityCompressibility ). + setInputFlag( dataRepository::InputFlags::OPTIONAL ). + setDefaultValue( m_waterViscosityCompressibility ). + setDescription( "The compressibility (normalized derivative with respect to pressure) of the water viscosity" ); + + fluid->registerWrapper( viewKeyStruct::waterExpansionCoefficientString(), &m_waterExpansionCoefficient ). + setInputFlag( dataRepository::InputFlags::OPTIONAL ). + setDefaultValue( m_waterExpansionCoefficient ). + setDescription( "The volumetric coefficient of thermal expansion of water" ); + + fluid->registerWrapper( viewKeyStruct::waterViscosityExpansionCoefficientString(), &m_waterViscosityExpansionCoefficient ). + setInputFlag( dataRepository::InputFlags::OPTIONAL ). + setDefaultValue( m_waterViscosityExpansionCoefficient ). + setDescription( "The coefficient of thermal expansion (normalized derivative with respect to temperature) of water viscosity" ); } void ImmiscibleWaterParameters::postInputInitializationImpl( MultiFluidBase const * fluid, @@ -80,6 +114,24 @@ void ImmiscibleWaterParameters::postInputInitializationImpl( MultiFluidBase cons GEOS_FMT( "{}: water component not found '{}'", fluid->getFullName(), MultiFluidBase::viewKeyStruct::componentNamesString() ), InputError ); + + // Pretty much everything should be positive + auto const checkLowerBound = [&]( real64 const & value, real64 const & bound, string const & attribute ) + { + GEOS_THROW_IF_LT_MSG( value, bound, + GEOS_FMT( "{}: invalid number of value in attribute '{}'. Should be greater than {}", + fluid->getFullName(), bound, attribute ), + InputError ); + }; + + real64 constexpr epsilon = MultiFluidConstants::epsilon; + + checkLowerBound( m_waterDensity, epsilon, viewKeyStruct::waterDensityString()); + checkLowerBound( m_waterViscosity, epsilon, viewKeyStruct::waterViscosityString()); + checkLowerBound( m_waterCompressibility, 0.0, viewKeyStruct::waterCompressibilityString()); + checkLowerBound( m_waterViscosityCompressibility, 0.0, viewKeyStruct::waterViscosityCompressibilityString()); + checkLowerBound( m_waterExpansionCoefficient, 0.0, viewKeyStruct::waterExpansionCoefficientString()); + checkLowerBound( m_waterViscosityExpansionCoefficient, 0.0, viewKeyStruct::waterViscosityExpansionCoefficientString()); } } // end namespace compositional diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.hpp index 9404e565f8..76242ba5ed 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -44,6 +44,27 @@ class ImmiscibleWaterParameters : public ModelParameters static integer getWaterComponentIndex( ComponentProperties const & componentProperties ); + struct viewKeyStruct + { + static constexpr char const * waterReferencePressureString() { return "waterReferencePressure"; } + static constexpr char const * waterReferenceTemperatureString() { return "waterReferenceTemperature"; } + static constexpr char const * waterDensityString() { return "waterDensity"; } + static constexpr char const * waterViscosityString() { return "waterViscosity"; } + static constexpr char const * waterCompressibilityString() { return "waterCompressibility"; } + static constexpr char const * waterViscosityCompressibilityString() { return "waterViscosityCompressibility"; } + static constexpr char const * waterExpansionCoefficientString() { return "waterExpansionCoefficient"; } + static constexpr char const * waterViscosityExpansionCoefficientString() { return "waterViscosityExpansionCoefficient"; } + }; + + real64 m_waterReferencePressure; + real64 m_waterReferenceTemperature{293.15}; + real64 m_waterDensity; + real64 m_waterViscosity; + real64 m_waterCompressibility; + real64 m_waterViscosityCompressibility{0.0}; + real64 m_waterExpansionCoefficient{0.0}; + real64 m_waterViscosityExpansionCoefficient{0.0}; + protected: void registerParametersImpl( MultiFluidBase * fluid ) override; diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.cpp new file mode 100644 index 0000000000..37d070a1a4 --- /dev/null +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.cpp @@ -0,0 +1,75 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2018-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ImmiscibleWaterViscosity.cpp + */ + +#include "ImmiscibleWaterViscosity.hpp" +#include "ImmiscibleWaterParameters.hpp" + +namespace geos +{ + +namespace constitutive +{ + +namespace compositional +{ + +ImmiscibleWaterViscosityUpdate::ImmiscibleWaterViscosityUpdate( real64 const referencePressure, + real64 const referenceTemperature, + real64 const viscosity, + real64 const compressibility, + real64 const expansionCoefficient ): + m_referencePressure( referencePressure ), + m_referenceTemperature( referenceTemperature ), + m_viscosity( viscosity ), + m_compressibility( compressibility ), + m_expansionCoefficient( expansionCoefficient ) +{} + +ImmiscibleWaterViscosity::ImmiscibleWaterViscosity( string const & name, + ComponentProperties const & componentProperties, + integer const phaseIndex, + ModelParameters const & modelParameters ): + FunctionBase( name, componentProperties ), + m_parameters( modelParameters ) +{ + GEOS_UNUSED_VAR( phaseIndex ); +} + +ImmiscibleWaterViscosity::KernelWrapper +ImmiscibleWaterViscosity::createKernelWrapper() const +{ + ImmiscibleWaterParameters const * waterParameters = m_parameters.get< ImmiscibleWaterParameters >(); + return KernelWrapper( waterParameters->m_waterReferencePressure, + waterParameters->m_waterReferenceTemperature, + waterParameters->m_waterViscosity, + waterParameters->m_waterViscosityCompressibility, + waterParameters->m_waterViscosityExpansionCoefficient ); +} + +std::unique_ptr< ModelParameters > +ImmiscibleWaterViscosity::createParameters( std::unique_ptr< ModelParameters > parameters ) +{ + return ImmiscibleWaterParameters::create( std::move( parameters ) ); +} + +} // namespace compositional + +} // namespace constitutive + +} // end namespace geos diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.hpp new file mode 100644 index 0000000000..453589962e --- /dev/null +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.hpp @@ -0,0 +1,130 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2018-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ImmiscibleWaterViscosity.hpp + */ + +#ifndef GEOS_CONSTITUTIVE_FLUID_MULTIFLUID_COMPOSITIONAL_MODELS_IMMISCIBLEWATERVISCOSITY_HPP_ +#define GEOS_CONSTITUTIVE_FLUID_MULTIFLUID_COMPOSITIONAL_MODELS_IMMISCIBLEWATERVISCOSITY_HPP_ + +#include "FunctionBase.hpp" +#include "constitutive/fluid/multifluid/Layouts.hpp" + +namespace geos +{ + +namespace constitutive +{ + +namespace compositional +{ + +class ImmiscibleWaterViscosityUpdate final : public FunctionBaseUpdate +{ + using Deriv = geos::constitutive::multifluid::DerivativeOffset; +public: + ImmiscibleWaterViscosityUpdate( real64 const referencePressure, + real64 const referenceTemperature, + real64 const viscosity, + real64 const compressibility, + real64 const expansionCoefficient ); + + template< integer USD1, integer USD2 > + GEOS_HOST_DEVICE + void compute( ComponentProperties::KernelWrapper const & componentProperties, + real64 const & pressure, + real64 const & temperature, + arraySlice1d< real64 const, USD1 > const & phaseComposition, + real64 const & density, + arraySlice1d< real64 const, USD2 > const & dDensity, + real64 & viscosity, + arraySlice1d< real64, USD2 > const & dViscosity, + bool useMass ) const; + +private: + real64 const m_referencePressure; + real64 const m_referenceTemperature; + real64 const m_viscosity; + real64 const m_compressibility; + real64 const m_expansionCoefficient; +}; + +class ImmiscibleWaterViscosity : public FunctionBase +{ +public: + ImmiscibleWaterViscosity( string const & name, + ComponentProperties const & componentProperties, + integer const phaseIndex, + ModelParameters const & modelParameters ); + + static string catalogName() { return ""; } + + FunctionType functionType() const override + { + return FunctionType::VISCOSITY; + } + + /// Type of kernel wrapper for in-kernel update + using KernelWrapper = ImmiscibleWaterViscosityUpdate; + + /** + * @brief Create an update kernel wrapper. + * @return the wrapper + */ + KernelWrapper createKernelWrapper() const; + + // Create parameters unique to this model + static std::unique_ptr< ModelParameters > createParameters( std::unique_ptr< ModelParameters > parameters ); + +private: + ModelParameters const & m_parameters; +}; + +template< integer USD1, integer USD2 > +GEOS_HOST_DEVICE +GEOS_FORCE_INLINE +void ImmiscibleWaterViscosityUpdate::compute( ComponentProperties::KernelWrapper const & componentProperties, + real64 const & pressure, + real64 const & temperature, + arraySlice1d< real64 const, USD1 > const & phaseComposition, + real64 const & density, + arraySlice1d< real64 const, USD2 > const & dDensity, + real64 & viscosity, + arraySlice1d< real64, USD2 > const & dViscosity, + bool useMass ) const +{ + GEOS_UNUSED_VAR( componentProperties ); + GEOS_UNUSED_VAR( phaseComposition ); + GEOS_UNUSED_VAR( density ); + GEOS_UNUSED_VAR( dDensity ); + GEOS_UNUSED_VAR( useMass ); + + LvArray::forValuesInSlice( dViscosity, setZero ); + + viscosity = m_viscosity * + LvArray::math::exp( m_compressibility * (pressure - m_referencePressure) ) * + LvArray::math::exp( -m_expansionCoefficient * (temperature - m_referenceTemperature) ); + dViscosity[Deriv::dP] = m_compressibility * viscosity; + dViscosity[Deriv::dT] = -m_expansionCoefficient * viscosity; +} + +} // end namespace compositional + +} // end namespace constitutive + +} // end namespace geos + +#endif //GEOS_CONSTITUTIVE_FLUID_MULTIFLUID_COMPOSITIONAL_MODELS_IMMISCIBLEWATERVISCOSITY_HPP_ diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.cpp index 615e24ab9c..fc06c82a94 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.hpp index 95cb6644d9..bf9a47c70f 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosityImpl.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosityImpl.hpp index 1a1999e78b..590da10921 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosityImpl.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/LohrenzBrayClarkViscosityImpl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ModelParameters.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ModelParameters.hpp index 922e1ef877..3cc6f0a433 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ModelParameters.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/ModelParameters.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.cpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.cpp index 12d0e5ba54..16a39c39e2 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.hpp index c1696c2a63..d55d3df665 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NegativeTwoPhaseFlashModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NullModel.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NullModel.hpp index 9226dda934..dd10f7caef 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NullModel.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/NullModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/PhaseModel.hpp b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/PhaseModel.hpp index bf13c8d01a..c99b723c0b 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/compositional/models/PhaseModel.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/compositional/models/PhaseModel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.cpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.cpp index fa2dc6eb81..7451008cd6 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.hpp index 2ee7cf8668..f1d88712b0 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveBrineFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveFluidSelector.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveFluidSelector.hpp index c322d6a3fb..03439e9629 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveFluidSelector.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveFluidSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.cpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.cpp index 7e66577b67..09ac848a16 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.hpp index 3a9cd32f95..71ebd79657 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluidFields.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluidFields.hpp index 83fda79844..d3a3a77f96 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluidFields.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/ReactiveMultiFluidFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.cpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.cpp index 7c5bc5b162..8ae3e0c8ee 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.hpp index ecd3a28633..e3908d4df7 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/EquilibriumReactions.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.cpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.cpp index 7a17afc866..5009c9fbea 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.hpp index 05f82ae4d6..7c2ff5bf64 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/KineticReactions.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.cpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.cpp index 3b8f8a6db2..df579b3587 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.cpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.hpp b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.hpp index 35c084290c..8b3e01b335 100644 --- a/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.hpp +++ b/src/coreComponents/constitutive/fluid/multifluid/reactive/chemicalReactions/ReactionsBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.cpp b/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.cpp index 28550afbfc..76646b5222 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.hpp b/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.hpp index d4c545b002..b28f2109a2 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/CompressibleSinglePhaseFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.cpp b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.cpp index 38f067be66..adf166a454 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.hpp b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.hpp index c218ffbbad..a6a724f093 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.cpp b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.cpp index 778d9a752a..d4faa0d8a2 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.hpp b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.hpp index 761e0c63a2..9960b7376e 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidFields.hpp b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidFields.hpp index fd8a69196f..30b1091268 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidFields.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidSelector.hpp b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidSelector.hpp index f7e39e26b7..f0033da5c4 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidSelector.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ParticleFluidSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.cpp b/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.cpp index 4c59aeb37b..95c4d0a8fb 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.hpp b/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.hpp index 0a9c161063..eb8809bac5 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ProppantSlurryFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.cpp b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.cpp index e9870a759a..b5a91dfdb5 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.hpp b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.hpp index d5f63c8ded..d94b98672e 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidFields.hpp b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidFields.hpp index 6194982811..8714083acc 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidFields.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidSelector.hpp b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidSelector.hpp index cdb7103fd1..be6560c6c2 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidSelector.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SingleFluidSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.cpp b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.cpp index c51906552a..11a49d4da8 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.hpp b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.hpp index 2ab967932c..94a101b32e 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidFields.hpp b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidFields.hpp index fe45d82982..55bd3b82b6 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidFields.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidSelector.hpp b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidSelector.hpp index 731c0856ee..53b341c95f 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidSelector.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/SlurryFluidSelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.cpp b/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.cpp index 181af8bcba..af28e00814 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.cpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.hpp b/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.hpp index 01d7a802e6..af79dd929c 100644 --- a/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.hpp +++ b/src/coreComponents/constitutive/fluid/singlefluid/ThermalCompressibleSinglePhaseFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.cpp b/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.cpp index 598f0851e5..f57f52ffd7 100644 --- a/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.hpp b/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.hpp index 56215dd6df..2d7605b487 100644 --- a/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/CarmanKozenyPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ConstantPermeability.cpp b/src/coreComponents/constitutive/permeability/ConstantPermeability.cpp index 798bc79bb9..eecbc1c664 100644 --- a/src/coreComponents/constitutive/permeability/ConstantPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/ConstantPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ConstantPermeability.hpp b/src/coreComponents/constitutive/permeability/ConstantPermeability.hpp index 70954cf1e2..4357ea50b5 100644 --- a/src/coreComponents/constitutive/permeability/ConstantPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/ConstantPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.cpp b/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.cpp index 31ecf70113..4ac85ac4d9 100644 --- a/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.hpp b/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.hpp index df2136e18d..c8d39b0bfc 100644 --- a/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/ExponentialDecayPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.cpp b/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.cpp index 65b42bb010..379a584bbd 100644 --- a/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.hpp b/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.hpp index 0f42a31930..6977221fbf 100644 --- a/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/ParallelPlatesPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/PermeabilityBase.cpp b/src/coreComponents/constitutive/permeability/PermeabilityBase.cpp index 949adb86f9..0086cf6dc1 100644 --- a/src/coreComponents/constitutive/permeability/PermeabilityBase.cpp +++ b/src/coreComponents/constitutive/permeability/PermeabilityBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/PermeabilityBase.hpp b/src/coreComponents/constitutive/permeability/PermeabilityBase.hpp index 6c7cb62bdd..d983bcf8d8 100644 --- a/src/coreComponents/constitutive/permeability/PermeabilityBase.hpp +++ b/src/coreComponents/constitutive/permeability/PermeabilityBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/PermeabilityFields.hpp b/src/coreComponents/constitutive/permeability/PermeabilityFields.hpp index cafb94fb3e..e1a48f1761 100644 --- a/src/coreComponents/constitutive/permeability/PermeabilityFields.hpp +++ b/src/coreComponents/constitutive/permeability/PermeabilityFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/PressurePermeability.cpp b/src/coreComponents/constitutive/permeability/PressurePermeability.cpp index 625b4af4c3..abcb8cde30 100644 --- a/src/coreComponents/constitutive/permeability/PressurePermeability.cpp +++ b/src/coreComponents/constitutive/permeability/PressurePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/PressurePermeability.hpp b/src/coreComponents/constitutive/permeability/PressurePermeability.hpp index 28ad355967..df51753077 100644 --- a/src/coreComponents/constitutive/permeability/PressurePermeability.hpp +++ b/src/coreComponents/constitutive/permeability/PressurePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ProppantPermeability.cpp b/src/coreComponents/constitutive/permeability/ProppantPermeability.cpp index b9a72df93b..201afe3fd6 100644 --- a/src/coreComponents/constitutive/permeability/ProppantPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/ProppantPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/ProppantPermeability.hpp b/src/coreComponents/constitutive/permeability/ProppantPermeability.hpp index 3c81228d21..73b54febf0 100644 --- a/src/coreComponents/constitutive/permeability/ProppantPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/ProppantPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/SlipDependentPermeability.cpp b/src/coreComponents/constitutive/permeability/SlipDependentPermeability.cpp index ca69e02561..63d17baa9e 100644 --- a/src/coreComponents/constitutive/permeability/SlipDependentPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/SlipDependentPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/SlipDependentPermeability.hpp b/src/coreComponents/constitutive/permeability/SlipDependentPermeability.hpp index b7d52617a6..2c883115fa 100644 --- a/src/coreComponents/constitutive/permeability/SlipDependentPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/SlipDependentPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.cpp b/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.cpp index 9be8d42e3b..b57ae9b508 100644 --- a/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.cpp +++ b/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.hpp b/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.hpp index d1d6a84674..400e8f8356 100644 --- a/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.hpp +++ b/src/coreComponents/constitutive/permeability/WillisRichardsPermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.cpp b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.cpp index b43afd8552..bb8ad661a7 100644 --- a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.cpp +++ b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.hpp b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.hpp index 57181e7f72..f1d80333f8 100644 --- a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.hpp +++ b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyBakerRelativePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -86,7 +86,7 @@ class BrooksCoreyBakerRelativePermeabilityUpdate final : public RelativePermeabi * @param[in] maxValue the endpoint relative permeability value * * This function evaluates the relperm function and its derivative at a given phase saturation - * Reference: Eclipse technical description and Petrowiki + * Reference: Petrowiki */ GEOS_HOST_DEVICE GEOS_FORCE_INLINE diff --git a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.cpp b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.cpp index 458a0fc23b..2c64e5de56 100644 --- a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.cpp +++ b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.hpp b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.hpp index e4fc6195e7..4518603dc3 100644 --- a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.hpp +++ b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyRelativePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.cpp b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.cpp index f7bf08c0f4..8eb25929dd 100644 --- a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.cpp +++ b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.hpp b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.hpp index 99e6caff61..7cb1a09753 100644 --- a/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.hpp +++ b/src/coreComponents/constitutive/relativePermeability/BrooksCoreyStone2RelativePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -86,7 +86,7 @@ class BrooksCoreyStone2RelativePermeabilityUpdate final : public RelativePermeab * @param[in] maxValue the endpoint relative permeability value * * This function evaluates the relperm function and its derivative at a given phase saturation - * Reference: Eclipse technical description and Petrowiki + * Reference: Petrowiki */ GEOS_HOST_DEVICE inline diff --git a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.cpp b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.cpp index 093dd9a52f..1376c0a6b6 100644 --- a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.cpp +++ b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.hpp b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.hpp index 16100d449d..9fac61f555 100644 --- a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.hpp +++ b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityFields.hpp b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityFields.hpp index d4aad3b60e..06f4cf37ec 100644 --- a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityFields.hpp +++ b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityInterpolators.hpp b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityInterpolators.hpp index eae8eb8b39..7f44d46849 100644 --- a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityInterpolators.hpp +++ b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilityInterpolators.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -46,8 +46,8 @@ struct Baker * @param[in] dGoRelPerm_dOilVolFrac * * This function interpolates the two-phase relperms to compute the three-phase relperm - * The interpolation is based on the modified Baker method, also used as default in Eclipse - * Reference: Eclipse technical description and PetroWiki + * The interpolation is based on the modified Baker method + * Reference: PetroWiki */ GEOS_HOST_DEVICE GEOS_FORCE_INLINE @@ -131,7 +131,6 @@ struct Stone2 * * This function interpolates the two-phase relperms to compute the three-phase relperm * The interpolation is based on the modified Stone 2 method - * Reference: Eclipse technical description */ GEOS_HOST_DEVICE GEOS_FORCE_INLINE diff --git a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilitySelector.hpp b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilitySelector.hpp index 6ee5cd3d31..ee20a4c4f6 100644 --- a/src/coreComponents/constitutive/relativePermeability/RelativePermeabilitySelector.hpp +++ b/src/coreComponents/constitutive/relativePermeability/RelativePermeabilitySelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.cpp b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.cpp index 26bd464c4a..cd88449a1b 100644 --- a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.cpp +++ b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.hpp b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.hpp index 89ad0cc046..363cea7360 100644 --- a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.hpp +++ b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.cpp b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.cpp index ab8fa7e374..0edd1537af 100644 --- a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.cpp +++ b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.hpp b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.hpp index bb220ab6bd..275949a41f 100644 --- a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.hpp +++ b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.cpp b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.cpp index 4eb224bb5e..44ce342cd0 100644 --- a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.cpp +++ b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -488,7 +488,7 @@ void TableRelativePermeabilityHysteresis::computeLandCoefficient() ipNonWetting = m_phaseOrder[PhaseType::GAS]; } - // Note: for simplicity, the notations are taken from IX documentation (although this breaks our phaseVolFrac naming convention) + // Note: for simplicity, the notations are taken reservoir simulation literature (although this breaks our phaseVolFrac naming convention) // Step 1: Land parameter for the wetting phase diff --git a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.hpp b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.hpp index 1ecd09e95f..f5390ff703 100644 --- a/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.hpp +++ b/src/coreComponents/constitutive/relativePermeability/TableRelativePermeabilityHysteresis.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -568,7 +568,7 @@ class TableRelativePermeabilityHysteresis : public RelativePermeabilityBase /// Max krwo value (unique as krwo and krgo are considred non hysteretical in our implementation) real64 m_waterOilMaxRelPerm; - /// enum class to dispatch interpolator (Baker/Eclipse,StoneII) + /// enum class to dispatch interpolator (Baker,StoneII) ThreePhaseInterpolator m_threePhaseInterpolator; }; @@ -711,11 +711,11 @@ TableRelativePermeabilityHysteresis::KernelWrapper:: real64 & phaseRelPerm, real64 & dPhaseRelPerm_dPhaseVolFrac ) const { - // note: for simplicity, the notations are taken from IX documentation (although this breaks our phaseVolFrac naming convention) + // note: for simplicity, the notations are taken from reservoir simulation literature (although this breaks our phaseVolFrac naming + // convention) // Step 1: for a given value of the max historical saturation, Shy, compute the trapped critical saturation, Scrt, - // using Land's method. The calculation includes the modifications from Jerauld. This is equation 2.162 from - // the IX technical description. + // using Land's method. The calculation includes the modifications from Jerauld. real64 const S = phaseVolFraction; real64 const Scri = imbibitionPhaseMinVolFraction; real64 const Scrd = drainagePhaseMinVolFraction; @@ -744,9 +744,8 @@ TableRelativePermeabilityHysteresis::KernelWrapper:: else { // Step 2: compute the normalized saturation, S_norm, at which the imbibition relperm curve will be evaluated. - // This is equation 2.166 from the IX technical description. real64 const ratio = ( Smx - Scri ) / ( Shy - Scrt ); - real64 const Snorm = Scri + ( S - Scrt ) * ratio; // normalized saturation from equation 2.166 + real64 const Snorm = Scri + ( S - Scrt ) * ratio; // normalized saturation real64 const dSnorm_dS = ratio; // Step 3: evaluate the imbibition relperm, kri(Snorm), at the normalized saturation, Snorm. @@ -761,7 +760,6 @@ TableRelativePermeabilityHysteresis::KernelWrapper:: real64 const krdAtSmx = drainageRelPermEndPoint; // Step 6: apply the formula blending drainage and imbibition relperms from the Killough model. - // This equation 2.165 from the IX technical description. real64 const drainageRelPermRatio = krdAtShy / krdAtSmx; phaseRelPerm = kriAtSnorm * drainageRelPermRatio; dPhaseRelPerm_dPhaseVolFrac = dkriAtSnorm_dS * drainageRelPermRatio; diff --git a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.cpp b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.cpp index b690d9abcf..12823c8116 100644 --- a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.cpp +++ b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.hpp b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.hpp index 88ac8c2eaf..dae8a72c3c 100644 --- a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.hpp +++ b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenBakerRelativePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -87,7 +87,7 @@ class VanGenuchtenBakerRelativePermeabilityUpdate final : public RelativePermeab * @return (void) * * This function evaluates the relperm function and its derivative at a given phase saturation - * Reference: Eclipse technical description and Petrowiki + * Reference: Petrowiki */ GEOS_HOST_DEVICE GEOS_FORCE_INLINE diff --git a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.cpp b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.cpp index 816b4639ac..dbb0ee05f0 100644 --- a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.cpp +++ b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.hpp b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.hpp index 9896b89295..8a9c6db621 100644 --- a/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.hpp +++ b/src/coreComponents/constitutive/relativePermeability/VanGenuchtenStone2RelativePermeability.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -87,7 +87,7 @@ class VanGenuchtenStone2RelativePermeabilityUpdate final : public RelativePermea * @return (void) * * This function evaluates the relperm function and its derivative at a given phase saturation - * Reference: Eclipse technical description and Petrowiki + * Reference: Petrowiki */ GEOS_HOST_DEVICE inline diff --git a/src/coreComponents/constitutive/relativePermeability/layouts.hpp b/src/coreComponents/constitutive/relativePermeability/layouts.hpp index 54c2e307a3..9343a7a36a 100644 --- a/src/coreComponents/constitutive/relativePermeability/layouts.hpp +++ b/src/coreComponents/constitutive/relativePermeability/layouts.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CeramicDamage.cpp b/src/coreComponents/constitutive/solid/CeramicDamage.cpp index 77cc069f45..389cf93a71 100644 --- a/src/coreComponents/constitutive/solid/CeramicDamage.cpp +++ b/src/coreComponents/constitutive/solid/CeramicDamage.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CeramicDamage.hpp b/src/coreComponents/constitutive/solid/CeramicDamage.hpp index e53fb9c4eb..1575fe84fa 100644 --- a/src/coreComponents/constitutive/solid/CeramicDamage.hpp +++ b/src/coreComponents/constitutive/solid/CeramicDamage.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CompressibleSolid.cpp b/src/coreComponents/constitutive/solid/CompressibleSolid.cpp index 2366d66654..a0e5609b61 100644 --- a/src/coreComponents/constitutive/solid/CompressibleSolid.cpp +++ b/src/coreComponents/constitutive/solid/CompressibleSolid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CompressibleSolid.hpp b/src/coreComponents/constitutive/solid/CompressibleSolid.hpp index 0fc8464a26..83e0690e9a 100644 --- a/src/coreComponents/constitutive/solid/CompressibleSolid.hpp +++ b/src/coreComponents/constitutive/solid/CompressibleSolid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CoupledSolid.hpp b/src/coreComponents/constitutive/solid/CoupledSolid.hpp index e255738fd2..2c2e508e12 100644 --- a/src/coreComponents/constitutive/solid/CoupledSolid.hpp +++ b/src/coreComponents/constitutive/solid/CoupledSolid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CoupledSolidBase.cpp b/src/coreComponents/constitutive/solid/CoupledSolidBase.cpp index 70cdb0f1a3..14c7a2fcc0 100644 --- a/src/coreComponents/constitutive/solid/CoupledSolidBase.cpp +++ b/src/coreComponents/constitutive/solid/CoupledSolidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/CoupledSolidBase.hpp b/src/coreComponents/constitutive/solid/CoupledSolidBase.hpp index abeb42ffb2..c91395707f 100644 --- a/src/coreComponents/constitutive/solid/CoupledSolidBase.hpp +++ b/src/coreComponents/constitutive/solid/CoupledSolidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/Damage.cpp b/src/coreComponents/constitutive/solid/Damage.cpp index 46f64f4962..6515fe4990 100644 --- a/src/coreComponents/constitutive/solid/Damage.cpp +++ b/src/coreComponents/constitutive/solid/Damage.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/Damage.hpp b/src/coreComponents/constitutive/solid/Damage.hpp index 53eb7b6b1b..5c2cc22488 100644 --- a/src/coreComponents/constitutive/solid/Damage.hpp +++ b/src/coreComponents/constitutive/solid/Damage.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DamageSpectral.cpp b/src/coreComponents/constitutive/solid/DamageSpectral.cpp index 995870109c..68e67cd0fb 100644 --- a/src/coreComponents/constitutive/solid/DamageSpectral.cpp +++ b/src/coreComponents/constitutive/solid/DamageSpectral.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DamageSpectral.hpp b/src/coreComponents/constitutive/solid/DamageSpectral.hpp index 6e2fe29a2b..5ad79b4756 100644 --- a/src/coreComponents/constitutive/solid/DamageSpectral.hpp +++ b/src/coreComponents/constitutive/solid/DamageSpectral.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DamageSpectralUtilities.hpp b/src/coreComponents/constitutive/solid/DamageSpectralUtilities.hpp index ebd09c0def..1706ded507 100644 --- a/src/coreComponents/constitutive/solid/DamageSpectralUtilities.hpp +++ b/src/coreComponents/constitutive/solid/DamageSpectralUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DamageVolDev.cpp b/src/coreComponents/constitutive/solid/DamageVolDev.cpp index 5b739797f0..0bacfa2a8d 100644 --- a/src/coreComponents/constitutive/solid/DamageVolDev.cpp +++ b/src/coreComponents/constitutive/solid/DamageVolDev.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DamageVolDev.hpp b/src/coreComponents/constitutive/solid/DamageVolDev.hpp index 5121efd326..914a5d2cc4 100644 --- a/src/coreComponents/constitutive/solid/DamageVolDev.hpp +++ b/src/coreComponents/constitutive/solid/DamageVolDev.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DelftEgg.cpp b/src/coreComponents/constitutive/solid/DelftEgg.cpp index c0067b98c7..cd45347cb7 100644 --- a/src/coreComponents/constitutive/solid/DelftEgg.cpp +++ b/src/coreComponents/constitutive/solid/DelftEgg.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DelftEgg.hpp b/src/coreComponents/constitutive/solid/DelftEgg.hpp index aa0d523b96..5789b46178 100644 --- a/src/coreComponents/constitutive/solid/DelftEgg.hpp +++ b/src/coreComponents/constitutive/solid/DelftEgg.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.cpp b/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.cpp index d5dd8ae857..6952ec194c 100644 --- a/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.cpp +++ b/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.hpp b/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.hpp index 41fea87e3a..fa60f97d4a 100644 --- a/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.hpp +++ b/src/coreComponents/constitutive/solid/Deprecated/PoreVolumeCompressibleSolid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.cpp b/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.cpp index 45e3b5d016..688140ec10 100644 --- a/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.cpp +++ b/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.hpp b/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.hpp index 730c736674..9d3c1e9a35 100644 --- a/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.hpp +++ b/src/coreComponents/constitutive/solid/Deprecated/PoroElastic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DruckerPrager.cpp b/src/coreComponents/constitutive/solid/DruckerPrager.cpp index 31f5eadde3..cfdbfb0525 100644 --- a/src/coreComponents/constitutive/solid/DruckerPrager.cpp +++ b/src/coreComponents/constitutive/solid/DruckerPrager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DruckerPrager.hpp b/src/coreComponents/constitutive/solid/DruckerPrager.hpp index 559b2574a6..f741f60166 100644 --- a/src/coreComponents/constitutive/solid/DruckerPrager.hpp +++ b/src/coreComponents/constitutive/solid/DruckerPrager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DruckerPragerExtended.cpp b/src/coreComponents/constitutive/solid/DruckerPragerExtended.cpp index 589017c137..2158e78f3a 100644 --- a/src/coreComponents/constitutive/solid/DruckerPragerExtended.cpp +++ b/src/coreComponents/constitutive/solid/DruckerPragerExtended.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DruckerPragerExtended.hpp b/src/coreComponents/constitutive/solid/DruckerPragerExtended.hpp index 3ee5589a46..20869d79e6 100644 --- a/src/coreComponents/constitutive/solid/DruckerPragerExtended.hpp +++ b/src/coreComponents/constitutive/solid/DruckerPragerExtended.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DuvautLionsSolid.cpp b/src/coreComponents/constitutive/solid/DuvautLionsSolid.cpp index e6de4db060..4e3e128ade 100644 --- a/src/coreComponents/constitutive/solid/DuvautLionsSolid.cpp +++ b/src/coreComponents/constitutive/solid/DuvautLionsSolid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/DuvautLionsSolid.hpp b/src/coreComponents/constitutive/solid/DuvautLionsSolid.hpp index aea9de6e24..8c3bd5d849 100644 --- a/src/coreComponents/constitutive/solid/DuvautLionsSolid.hpp +++ b/src/coreComponents/constitutive/solid/DuvautLionsSolid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticIsotropic.cpp b/src/coreComponents/constitutive/solid/ElasticIsotropic.cpp index 0567a493b3..773087398a 100644 --- a/src/coreComponents/constitutive/solid/ElasticIsotropic.cpp +++ b/src/coreComponents/constitutive/solid/ElasticIsotropic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticIsotropic.hpp b/src/coreComponents/constitutive/solid/ElasticIsotropic.hpp index b6388f8e90..bed64cb6e6 100644 --- a/src/coreComponents/constitutive/solid/ElasticIsotropic.hpp +++ b/src/coreComponents/constitutive/solid/ElasticIsotropic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.cpp b/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.cpp index fc6221a64f..95172384a1 100644 --- a/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.cpp +++ b/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.hpp b/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.hpp index 3718765d3b..4181e8e201 100644 --- a/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.hpp +++ b/src/coreComponents/constitutive/solid/ElasticIsotropicPressureDependent.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticOrthotropic.cpp b/src/coreComponents/constitutive/solid/ElasticOrthotropic.cpp index 53ec491e63..7c707d690c 100644 --- a/src/coreComponents/constitutive/solid/ElasticOrthotropic.cpp +++ b/src/coreComponents/constitutive/solid/ElasticOrthotropic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticOrthotropic.hpp b/src/coreComponents/constitutive/solid/ElasticOrthotropic.hpp index 8b2de4284a..4445b88cc1 100644 --- a/src/coreComponents/constitutive/solid/ElasticOrthotropic.hpp +++ b/src/coreComponents/constitutive/solid/ElasticOrthotropic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.cpp b/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.cpp index 5e96b28a25..9cad0340f3 100644 --- a/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.cpp +++ b/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.hpp b/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.hpp index 0e5f53fe2b..f2c86d4439 100644 --- a/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.hpp +++ b/src/coreComponents/constitutive/solid/ElasticTransverseIsotropic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/InvariantDecompositions.hpp b/src/coreComponents/constitutive/solid/InvariantDecompositions.hpp index fed49ad74f..588d3e69f3 100644 --- a/src/coreComponents/constitutive/solid/InvariantDecompositions.hpp +++ b/src/coreComponents/constitutive/solid/InvariantDecompositions.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ModifiedCamClay.cpp b/src/coreComponents/constitutive/solid/ModifiedCamClay.cpp index f5dfae8f62..6d0e8f401d 100644 --- a/src/coreComponents/constitutive/solid/ModifiedCamClay.cpp +++ b/src/coreComponents/constitutive/solid/ModifiedCamClay.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ModifiedCamClay.hpp b/src/coreComponents/constitutive/solid/ModifiedCamClay.hpp index 8098ed1a85..4377571e60 100644 --- a/src/coreComponents/constitutive/solid/ModifiedCamClay.hpp +++ b/src/coreComponents/constitutive/solid/ModifiedCamClay.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/PerfectlyPlastic.cpp b/src/coreComponents/constitutive/solid/PerfectlyPlastic.cpp index e7425e97c0..a1d39db1f5 100644 --- a/src/coreComponents/constitutive/solid/PerfectlyPlastic.cpp +++ b/src/coreComponents/constitutive/solid/PerfectlyPlastic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/PerfectlyPlastic.hpp b/src/coreComponents/constitutive/solid/PerfectlyPlastic.hpp index 58531b5fa8..d1faf2ff68 100644 --- a/src/coreComponents/constitutive/solid/PerfectlyPlastic.hpp +++ b/src/coreComponents/constitutive/solid/PerfectlyPlastic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/PorousSolid.cpp b/src/coreComponents/constitutive/solid/PorousSolid.cpp index b4641e0b86..9514e505fe 100644 --- a/src/coreComponents/constitutive/solid/PorousSolid.cpp +++ b/src/coreComponents/constitutive/solid/PorousSolid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/PorousSolid.hpp b/src/coreComponents/constitutive/solid/PorousSolid.hpp index 92502fd947..b4a9429eb4 100644 --- a/src/coreComponents/constitutive/solid/PorousSolid.hpp +++ b/src/coreComponents/constitutive/solid/PorousSolid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/PropertyConversions.hpp b/src/coreComponents/constitutive/solid/PropertyConversions.hpp index 232004c738..169e70c9ed 100644 --- a/src/coreComponents/constitutive/solid/PropertyConversions.hpp +++ b/src/coreComponents/constitutive/solid/PropertyConversions.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ProppantSolid.cpp b/src/coreComponents/constitutive/solid/ProppantSolid.cpp index 60fae0f779..db1d67d2aa 100644 --- a/src/coreComponents/constitutive/solid/ProppantSolid.cpp +++ b/src/coreComponents/constitutive/solid/ProppantSolid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/ProppantSolid.hpp b/src/coreComponents/constitutive/solid/ProppantSolid.hpp index ef3f596fb3..084689a7c7 100644 --- a/src/coreComponents/constitutive/solid/ProppantSolid.hpp +++ b/src/coreComponents/constitutive/solid/ProppantSolid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidBase.cpp b/src/coreComponents/constitutive/solid/SolidBase.cpp index 88985c4c71..f22cec62d9 100644 --- a/src/coreComponents/constitutive/solid/SolidBase.cpp +++ b/src/coreComponents/constitutive/solid/SolidBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidBase.hpp b/src/coreComponents/constitutive/solid/SolidBase.hpp index cbcf7ffaca..24b05eea71 100644 --- a/src/coreComponents/constitutive/solid/SolidBase.hpp +++ b/src/coreComponents/constitutive/solid/SolidBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidInternalEnergy.cpp b/src/coreComponents/constitutive/solid/SolidInternalEnergy.cpp index ccd670cd40..6f78fd8c78 100644 --- a/src/coreComponents/constitutive/solid/SolidInternalEnergy.cpp +++ b/src/coreComponents/constitutive/solid/SolidInternalEnergy.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidInternalEnergy.hpp b/src/coreComponents/constitutive/solid/SolidInternalEnergy.hpp index 49dde48bb0..20dcdf52ab 100644 --- a/src/coreComponents/constitutive/solid/SolidInternalEnergy.hpp +++ b/src/coreComponents/constitutive/solid/SolidInternalEnergy.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOps.hpp b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOps.hpp index 710449b0a1..2e196534bf 100644 --- a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOps.hpp +++ b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOps.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsFullyAnisotroipic.hpp b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsFullyAnisotroipic.hpp index a3e3ccb715..6eefc6d686 100644 --- a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsFullyAnisotroipic.hpp +++ b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsFullyAnisotroipic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsIsotropic.hpp b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsIsotropic.hpp index 27cdf14073..78172ee75f 100644 --- a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsIsotropic.hpp +++ b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsIsotropic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsOrthotropic.hpp b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsOrthotropic.hpp index 435802503b..a16fdb8fb2 100644 --- a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsOrthotropic.hpp +++ b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsOrthotropic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsTransverseIsotropic.hpp b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsTransverseIsotropic.hpp index e4a6f6d75b..9cf78b133d 100644 --- a/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsTransverseIsotropic.hpp +++ b/src/coreComponents/constitutive/solid/SolidModelDiscretizationOpsTransverseIsotropic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/SolidUtilities.hpp b/src/coreComponents/constitutive/solid/SolidUtilities.hpp index 59cd1c79a9..337b7f3050 100644 --- a/src/coreComponents/constitutive/solid/SolidUtilities.hpp +++ b/src/coreComponents/constitutive/solid/SolidUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/BiotPorosity.cpp b/src/coreComponents/constitutive/solid/porosity/BiotPorosity.cpp index ca0bcfc2a2..37454064d2 100644 --- a/src/coreComponents/constitutive/solid/porosity/BiotPorosity.cpp +++ b/src/coreComponents/constitutive/solid/porosity/BiotPorosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/BiotPorosity.hpp b/src/coreComponents/constitutive/solid/porosity/BiotPorosity.hpp index 1e7087744f..8ea2df08b2 100644 --- a/src/coreComponents/constitutive/solid/porosity/BiotPorosity.hpp +++ b/src/coreComponents/constitutive/solid/porosity/BiotPorosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/PorosityBase.cpp b/src/coreComponents/constitutive/solid/porosity/PorosityBase.cpp index 4665e9a78b..8b354eaebc 100644 --- a/src/coreComponents/constitutive/solid/porosity/PorosityBase.cpp +++ b/src/coreComponents/constitutive/solid/porosity/PorosityBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/PorosityBase.hpp b/src/coreComponents/constitutive/solid/porosity/PorosityBase.hpp index 2f5486e73a..72cffcf623 100644 --- a/src/coreComponents/constitutive/solid/porosity/PorosityBase.hpp +++ b/src/coreComponents/constitutive/solid/porosity/PorosityBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/PorosityFields.hpp b/src/coreComponents/constitutive/solid/porosity/PorosityFields.hpp index 835a15ec85..60b90dcbff 100644 --- a/src/coreComponents/constitutive/solid/porosity/PorosityFields.hpp +++ b/src/coreComponents/constitutive/solid/porosity/PorosityFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/PressurePorosity.cpp b/src/coreComponents/constitutive/solid/porosity/PressurePorosity.cpp index 37b79e20fd..cf62672c08 100644 --- a/src/coreComponents/constitutive/solid/porosity/PressurePorosity.cpp +++ b/src/coreComponents/constitutive/solid/porosity/PressurePorosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/PressurePorosity.hpp b/src/coreComponents/constitutive/solid/porosity/PressurePorosity.hpp index 10b896a40e..37228c53c6 100644 --- a/src/coreComponents/constitutive/solid/porosity/PressurePorosity.hpp +++ b/src/coreComponents/constitutive/solid/porosity/PressurePorosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.cpp b/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.cpp index cf6f62a505..fb27663d63 100644 --- a/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.cpp +++ b/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.hpp b/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.hpp index 49256bbfd8..45a23163ae 100644 --- a/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.hpp +++ b/src/coreComponents/constitutive/solid/porosity/ProppantPorosity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.cpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.cpp index b7a78462ce..3ca4d0ba26 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.cpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.hpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.hpp index e819bd9a5d..8d9edf7bd9 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseConstantThermalConductivity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.cpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.cpp index 5754a2960c..8e74a96e8e 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.cpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.hpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.hpp index 96c70739b2..be06063814 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityFields.hpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityFields.hpp index 98107f4f13..335ba640bb 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityFields.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivityFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivitySelector.hpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivitySelector.hpp index c1036ea94c..fdb89e7ba0 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivitySelector.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseThermalConductivitySelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.cpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.cpp index f88f92a932..f72e78bfdb 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.cpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.hpp b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.hpp index 5e0844f117..ad1c4b3768 100644 --- a/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/MultiPhaseVolumeWeightedThermalConductivity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.cpp b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.cpp index aad8dcb518..51a8082165 100644 --- a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.cpp +++ b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.hpp b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.hpp index fa6d7623ef..e19319c841 100644 --- a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.cpp b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.cpp index 2ee0fa4a90..c0a4b0a47e 100644 --- a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.cpp +++ b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.hpp b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.hpp index c0037f0475..fd51086b7f 100644 --- a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivityBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivitySelector.hpp b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivitySelector.hpp index 689dc17d22..445d6f58c1 100644 --- a/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivitySelector.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/SinglePhaseThermalConductivitySelector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/thermalConductivity/ThermalConductivityFields.hpp b/src/coreComponents/constitutive/thermalConductivity/ThermalConductivityFields.hpp index 52d8581431..64ff08e9a7 100644 --- a/src/coreComponents/constitutive/thermalConductivity/ThermalConductivityFields.hpp +++ b/src/coreComponents/constitutive/thermalConductivity/ThermalConductivityFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/CMakeLists.txt b/src/coreComponents/constitutive/unitTests/CMakeLists.txt index d357ad9290..aa095d493c 100644 --- a/src/coreComponents/constitutive/unitTests/CMakeLists.txt +++ b/src/coreComponents/constitutive/unitTests/CMakeLists.txt @@ -8,6 +8,7 @@ set( gtest_geosx_tests testElasticIsotropic.cpp testKValueInitialization.cpp testImmiscibleWaterFlashModel.cpp + testImmiscibleWaterProperties.cpp testLohrenzBrayClarkViscosity.cpp testModifiedCamClay.cpp testMultiFluidSelector.cpp diff --git a/src/coreComponents/constitutive/unitTests/TestFluid.hpp b/src/coreComponents/constitutive/unitTests/TestFluid.hpp index 18f8393ec1..4728b19aaf 100644 --- a/src/coreComponents/constitutive/unitTests/TestFluid.hpp +++ b/src/coreComponents/constitutive/unitTests/TestFluid.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/TestFluidUtilities.hpp b/src/coreComponents/constitutive/unitTests/TestFluidUtilities.hpp index d982453490..c3d13fc6ed 100644 --- a/src/coreComponents/constitutive/unitTests/TestFluidUtilities.hpp +++ b/src/coreComponents/constitutive/unitTests/TestFluidUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testCompositionalDensity.cpp b/src/coreComponents/constitutive/unitTests/testCompositionalDensity.cpp index 5c78708418..2a5c25759a 100644 --- a/src/coreComponents/constitutive/unitTests/testCompositionalDensity.cpp +++ b/src/coreComponents/constitutive/unitTests/testCompositionalDensity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testCompositionalProperties.cpp b/src/coreComponents/constitutive/unitTests/testCompositionalProperties.cpp index b4f0ff4e4d..910fd96059 100644 --- a/src/coreComponents/constitutive/unitTests/testCompositionalProperties.cpp +++ b/src/coreComponents/constitutive/unitTests/testCompositionalProperties.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testCubicEOS.cpp b/src/coreComponents/constitutive/unitTests/testCubicEOS.cpp index 8a0c0de0d4..7ca010ba8e 100644 --- a/src/coreComponents/constitutive/unitTests/testCubicEOS.cpp +++ b/src/coreComponents/constitutive/unitTests/testCubicEOS.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testDamageUtilities.cpp b/src/coreComponents/constitutive/unitTests/testDamageUtilities.cpp index ee8eee252b..c6c676469b 100644 --- a/src/coreComponents/constitutive/unitTests/testDamageUtilities.cpp +++ b/src/coreComponents/constitutive/unitTests/testDamageUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testDruckerPrager.cpp b/src/coreComponents/constitutive/unitTests/testDruckerPrager.cpp index 06d8292f9a..69ced2da66 100644 --- a/src/coreComponents/constitutive/unitTests/testDruckerPrager.cpp +++ b/src/coreComponents/constitutive/unitTests/testDruckerPrager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testElasticIsotropic.cpp b/src/coreComponents/constitutive/unitTests/testElasticIsotropic.cpp index b514a16eca..64ecf8d41f 100644 --- a/src/coreComponents/constitutive/unitTests/testElasticIsotropic.cpp +++ b/src/coreComponents/constitutive/unitTests/testElasticIsotropic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testImmiscibleWaterFlashModel.cpp b/src/coreComponents/constitutive/unitTests/testImmiscibleWaterFlashModel.cpp index 36716b4483..9f0c5fefe5 100644 --- a/src/coreComponents/constitutive/unitTests/testImmiscibleWaterFlashModel.cpp +++ b/src/coreComponents/constitutive/unitTests/testImmiscibleWaterFlashModel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testImmiscibleWaterProperties.cpp b/src/coreComponents/constitutive/unitTests/testImmiscibleWaterProperties.cpp new file mode 100644 index 0000000000..d1a6e998b7 --- /dev/null +++ b/src/coreComponents/constitutive/unitTests/testImmiscibleWaterProperties.cpp @@ -0,0 +1,285 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +// Source includes +#include "codingUtilities/UnitTestUtilities.hpp" +#include "constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterParameters.hpp" +#include "constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterDensity.hpp" +#include "constitutive/fluid/multifluid/compositional/models/ImmiscibleWaterViscosity.hpp" +#include "TestFluid.hpp" +#include "TestFluidUtilities.hpp" + +using namespace geos::constitutive::compositional; + +namespace geos +{ +namespace testing +{ + +template< int NC > +using TestData = std::tuple< + real64 const, // pressure + real64 const, // temperature + Feed< NC > const, // phase composition + real64 const, // expected molar density + real64 const, // expected mass density + real64 const // expected viscosity + >; + +template< int NC > +struct FluidData {}; + +template<> +struct FluidData< 3 > +{ + static std::unique_ptr< TestFluid< 3 > > createFluid() + { + auto fluid = TestFluid< 3 >::create( {Fluid::C1, Fluid::C10, Fluid::H2O} ); + std::array< real64, 3 > const bics = {0.25, 0.0, 0.0}; + fluid->setBinaryCoefficients( bics ); + return fluid; + } +}; + +template< int NC > +class ImmiscibleWaterPropertiesTestFixture : public ::testing::TestWithParam< TestData< NC > > +{ + static constexpr real64 relTol = 1.0e-5; + static constexpr real64 absTol = 1.0e-7; + static constexpr int numComps = NC; + static constexpr int numDofs = NC + 2; + using Deriv = geos::constitutive::multifluid::DerivativeOffset; +public: + ImmiscibleWaterPropertiesTestFixture() + : m_fluid( FluidData< NC >::createFluid() ) + { + ComponentProperties const & componentProperties = this->m_fluid->getComponentProperties(); + + m_parameters = ImmiscibleWaterDensity::createParameters( std::make_unique< ModelParameters >() ); + m_parameters = ImmiscibleWaterViscosity::createParameters( std::move( m_parameters ) ); + + auto * waterParameters = const_cast< ImmiscibleWaterParameters * >(m_parameters->get< ImmiscibleWaterParameters >()); + waterParameters->m_waterReferencePressure = 215.0e5; + waterParameters->m_waterDensity = 1020.0; + waterParameters->m_waterCompressibility = 4.1483E-10; + waterParameters->m_waterViscosityCompressibility = 2.0E-11; + waterParameters->m_waterViscosity = 0.32929e-3; + + m_density = std::make_unique< ImmiscibleWaterDensity >( "PhaseDensity", componentProperties, 0, *m_parameters ); + m_viscosity = std::make_unique< ImmiscibleWaterViscosity >( "PhaseViscosity", componentProperties, 0, *m_parameters ); + } + + ~ImmiscibleWaterPropertiesTestFixture() = default; + + void testProperties( TestData< NC > const & data ) + { + real64 const pressure = std::get< 0 >( data ); + real64 const temperature = std::get< 1 >( data ); + stackArray1d< real64, numComps > phaseComposition; + TestFluid< NC >::createArray( phaseComposition, std::get< 2 >( data )); + real64 const expectedMolarDensity = std::get< 3 >( data ); + real64 const expectedMassDensity = std::get< 4 >( data ); + real64 const expectedViscosity = std::get< 5 >( data ); + + real64 molarDensity = 0.0; + real64 massDensity = 0.0; + real64 viscosity = 0.0; + stackArray1d< real64, numDofs > tempDerivs( numDofs ); + + auto componentProperties = m_fluid->createKernelWrapper(); + auto densityKernelWrapper = m_density->createKernelWrapper(); + auto viscosityKernelWrapper = m_viscosity->createKernelWrapper(); + + densityKernelWrapper.compute( componentProperties, + pressure, + temperature, + phaseComposition.toSliceConst(), + molarDensity, + tempDerivs.toSlice(), + massDensity, + tempDerivs.toSlice(), + false ); + + viscosityKernelWrapper.compute( componentProperties, + pressure, + temperature, + phaseComposition.toSliceConst(), + massDensity, + tempDerivs.toSliceConst(), + viscosity, + tempDerivs.toSlice(), + false ); + + checkRelativeError( molarDensity, expectedMolarDensity, relTol, absTol ); + checkRelativeError( massDensity, expectedMassDensity, relTol, absTol ); + checkRelativeError( viscosity, expectedViscosity, relTol, absTol ); + } + + void testPropertyDerivatives( TestData< NC > const & data ) + { + real64 const pressure = std::get< 0 >( data ); + real64 const temperature = std::get< 1 >( data ); + stackArray1d< real64, numComps > phaseComposition; + TestFluid< NC >::createArray( phaseComposition, std::get< 2 >( data )); + + auto componentProperties = m_fluid->createKernelWrapper(); + auto densityKernelWrapper = m_density->createKernelWrapper(); + auto viscosityKernelWrapper = m_viscosity->createKernelWrapper(); + + real64 molarDensity = 0.0; + real64 massDensity = 0.0; + real64 viscosity = 0.0; + stackArray1d< real64, numDofs > molarDensityDerivs( numDofs ); + stackArray1d< real64, numDofs > massDensityDerivs( numDofs ); + stackArray1d< real64, numDofs > viscosityDerivs( numDofs ); + stackArray1d< real64, 3 > derivatives( 3 ); + + densityKernelWrapper.compute( componentProperties, + pressure, + temperature, + phaseComposition.toSliceConst(), + molarDensity, + molarDensityDerivs.toSlice(), + massDensity, + massDensityDerivs.toSlice(), + false ); + + viscosityKernelWrapper.compute( componentProperties, + pressure, + temperature, + phaseComposition.toSliceConst(), + massDensity, + massDensityDerivs.toSliceConst(), + viscosity, + viscosityDerivs.toSlice(), + false ); + + // Viscosity values are very small so we will inflate the values to avoid false positives due + // to the absolute value check + real64 constexpr viscosityScale = 1.0e6; + + auto calculateProperties = [&]( real64 const p, real64 const t, auto const & zmf, auto & values ) { + stackArray1d< real64, numDofs > tempDerivs( numDofs ); + densityKernelWrapper.compute( componentProperties, p, t, zmf.toSliceConst(), + values[0], tempDerivs.toSlice(), values[1], tempDerivs.toSlice(), false ); + viscosityKernelWrapper.compute( componentProperties, p, t, zmf.toSliceConst(), + values[1], tempDerivs.toSliceConst(), values[2], tempDerivs.toSlice(), false ); + values[2] *= viscosityScale; + }; + + auto concatDerivatives = [&]( int idof ){ + derivatives[0] = molarDensityDerivs[idof]; + derivatives[1] = massDensityDerivs[idof]; + derivatives[2] = viscosityScale * viscosityDerivs[idof]; + }; + + // Compare against numerical derivatives + // -- Pressure derivative + concatDerivatives( Deriv::dP ); + real64 const dp = 1.0e-4 * pressure; + internal::testNumericalDerivative< 3 >( pressure, dp, derivatives.toSliceConst(), + [&]( real64 const p, auto & values ) { + calculateProperties( p, temperature, phaseComposition, values ); + }, absTol, relTol ); + + // -- Temperature derivative + concatDerivatives( Deriv::dT ); + real64 const dT = 1.0e-6 * temperature; + internal::testNumericalDerivative< 3 >( temperature, dT, derivatives.toSliceConst(), + [&]( real64 const t, auto & values ) { + calculateProperties( pressure, t, phaseComposition, values ); + }, absTol, relTol ); + + // -- Composition derivatives derivative + real64 const dz = 1.0e-7; + for( integer ic = 0; ic < NC; ++ic ) + { + concatDerivatives( Deriv::dC+ic ); + internal::testNumericalDerivative< 3 >( 0.0, dz, derivatives.toSliceConst(), + [&]( real64 const z, auto & values ) { + stackArray1d< real64, numComps > zmf( numComps ); + for( integer jc = 0; jc < numComps; ++jc ) + { + zmf[jc] = phaseComposition[jc]; + } + zmf[ic] += z; + calculateProperties( pressure, temperature, zmf, values ); + }, absTol, relTol ); + } + } + +protected: + std::unique_ptr< TestFluid< NC > > m_fluid{}; + std::unique_ptr< ImmiscibleWaterDensity > m_density{}; + std::unique_ptr< ImmiscibleWaterViscosity > m_viscosity{}; + std::unique_ptr< ModelParameters > m_parameters{}; +}; + +using ImmiscibleWaterProperties3 = ImmiscibleWaterPropertiesTestFixture< 3 >; + +TEST_P( ImmiscibleWaterProperties3, testProperties ) +{ + testProperties( GetParam() ); +} + +TEST_P( ImmiscibleWaterProperties3, testPropertyDerivatives ) +{ + testPropertyDerivatives( GetParam() ); +} + +//------------------------------------------------------------------------------- +// Data +//------------------------------------------------------------------------------- + +/* UNCRUSTIFY-OFF */ + +INSTANTIATE_TEST_SUITE_P( + ImmiscibleWaterProperties, ImmiscibleWaterProperties3, + ::testing::Values( + TestData< 3 >( 2.0e+06, 293.15, { 0.30, 0.30, 0.40 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 293.15, { 0.30, 0.30, 0.40 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 293.15, { 0.30, 0.30, 0.40 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 353.15, { 0.30, 0.30, 0.40 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 353.15, { 0.30, 0.30, 0.40 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 353.15, { 0.30, 0.30, 0.40 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 573.15, { 0.30, 0.30, 0.40 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 573.15, { 0.30, 0.30, 0.40 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 573.15, { 0.30, 0.30, 0.40 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 293.15, { 0.00, 0.00, 1.00 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 293.15, { 0.00, 0.00, 1.00 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 293.15, { 0.00, 0.00, 1.00 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 353.15, { 0.00, 0.00, 1.00 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 353.15, { 0.00, 0.00, 1.00 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 353.15, { 0.00, 0.00, 1.00 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 573.15, { 0.00, 0.00, 1.00 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 573.15, { 0.00, 0.00, 1.00 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 573.15, { 0.00, 0.00, 1.00 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 293.15, { 0.20, 0.80, 0.00 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 293.15, { 0.20, 0.80, 0.00 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 293.15, { 0.20, 0.80, 0.00 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 353.15, { 0.20, 0.80, 0.00 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 353.15, { 0.20, 0.80, 0.00 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 353.15, { 0.20, 0.80, 0.00 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ), + TestData< 3 >( 2.0e+06, 573.15, { 0.20, 0.80, 0.00 }, 5.616333e+04, 1.011782e+03, 3.291616e-04 ), + TestData< 3 >( 1.5e+07, 573.15, { 0.20, 0.80, 0.00 }, 5.646702e+04, 1.017253e+03, 3.292472e-04 ), + TestData< 3 >( 6.0e+07, 573.15, { 0.20, 0.80, 0.00 }, 5.753101e+04, 1.036421e+03, 3.295437e-04 ) + ) +); + +/* UNCRUSTIFY-ON */ + +} // testing + +} // geos diff --git a/src/coreComponents/constitutive/unitTests/testKValueInitialization.cpp b/src/coreComponents/constitutive/unitTests/testKValueInitialization.cpp index 7fde1b28d6..ac0d01dcd3 100644 --- a/src/coreComponents/constitutive/unitTests/testKValueInitialization.cpp +++ b/src/coreComponents/constitutive/unitTests/testKValueInitialization.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testLohrenzBrayClarkViscosity.cpp b/src/coreComponents/constitutive/unitTests/testLohrenzBrayClarkViscosity.cpp index f74d3c78a2..3adeab00ab 100644 --- a/src/coreComponents/constitutive/unitTests/testLohrenzBrayClarkViscosity.cpp +++ b/src/coreComponents/constitutive/unitTests/testLohrenzBrayClarkViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testModifiedCamClay.cpp b/src/coreComponents/constitutive/unitTests/testModifiedCamClay.cpp index 7507a986d2..6cfbb6791d 100644 --- a/src/coreComponents/constitutive/unitTests/testModifiedCamClay.cpp +++ b/src/coreComponents/constitutive/unitTests/testModifiedCamClay.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testMultiFluidSelector.cpp b/src/coreComponents/constitutive/unitTests/testMultiFluidSelector.cpp index 12d05d769b..55a045b5be 100644 --- a/src/coreComponents/constitutive/unitTests/testMultiFluidSelector.cpp +++ b/src/coreComponents/constitutive/unitTests/testMultiFluidSelector.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash.cpp b/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash.cpp index 05db5efdac..d27bc16d58 100644 --- a/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash.cpp +++ b/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash9Comp.cpp b/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash9Comp.cpp index afb9644ba2..49c494e9dd 100644 --- a/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash9Comp.cpp +++ b/src/coreComponents/constitutive/unitTests/testNegativeTwoPhaseFlash9Comp.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testParticleFluidEnums.cpp b/src/coreComponents/constitutive/unitTests/testParticleFluidEnums.cpp index 48ea052e2c..bd9dd97d83 100644 --- a/src/coreComponents/constitutive/unitTests/testParticleFluidEnums.cpp +++ b/src/coreComponents/constitutive/unitTests/testParticleFluidEnums.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testPropertyConversions.cpp b/src/coreComponents/constitutive/unitTests/testPropertyConversions.cpp index 86cb947065..4c21a7759b 100644 --- a/src/coreComponents/constitutive/unitTests/testPropertyConversions.cpp +++ b/src/coreComponents/constitutive/unitTests/testPropertyConversions.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testRachfordRice.cpp b/src/coreComponents/constitutive/unitTests/testRachfordRice.cpp index 8b771529ac..a8ce4fc2f1 100644 --- a/src/coreComponents/constitutive/unitTests/testRachfordRice.cpp +++ b/src/coreComponents/constitutive/unitTests/testRachfordRice.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testStabilityTest2Comp.cpp b/src/coreComponents/constitutive/unitTests/testStabilityTest2Comp.cpp index a3f200202e..b967f9ba83 100644 --- a/src/coreComponents/constitutive/unitTests/testStabilityTest2Comp.cpp +++ b/src/coreComponents/constitutive/unitTests/testStabilityTest2Comp.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testStabilityTest9Comp.cpp b/src/coreComponents/constitutive/unitTests/testStabilityTest9Comp.cpp index 0a1289223a..c3c8a479ae 100644 --- a/src/coreComponents/constitutive/unitTests/testStabilityTest9Comp.cpp +++ b/src/coreComponents/constitutive/unitTests/testStabilityTest9Comp.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutive/unitTests/testTriaxial.cpp b/src/coreComponents/constitutive/unitTests/testTriaxial.cpp index 009d7727d9..b9de06affc 100644 --- a/src/coreComponents/constitutive/unitTests/testTriaxial.cpp +++ b/src/coreComponents/constitutive/unitTests/testTriaxial.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/CMakeLists.txt b/src/coreComponents/constitutiveDrivers/CMakeLists.txt index 41e4a946d2..36dad24e0d 100644 --- a/src/coreComponents/constitutiveDrivers/CMakeLists.txt +++ b/src/coreComponents/constitutiveDrivers/CMakeLists.txt @@ -1,3 +1,23 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: constitutiveDrivers + +Contains fluid and rock constitutive model tests to calibrate constitutive model parameters to + experimental data. +#]] + # # Specify all headers # @@ -19,6 +39,7 @@ set( constitutiveDrivers_sources fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsThermalFluid.cpp fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiFluid.cpp fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiThermalFluid.cpp + fluid/multiFluid/compositional/PVTDriverRunTestCompositionalThreePhaseLohrenzBrayClarkViscosity.cpp fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseConstantViscosity.cpp fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseLohrenzBrayClarkViscosity.cpp fluid/multiFluid/reactive/ReactiveFluidDriver.cpp diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiFluid.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiFluid.cpp index fb0ab37918..3d5d5d46ea 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiFluid.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiThermalFluid.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiThermalFluid.cpp index a27cfb2969..e5d457ca9f 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiThermalFluid.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrineEzrokhiThermalFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsFluid.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsFluid.cpp index 145b2faae1..8815bc5300 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsFluid.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsThermalFluid.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsThermalFluid.cpp index d6f41b1bf5..0839e37d65 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsThermalFluid.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/CO2Brine/PVTDriverRunTestCO2BrinePhillipsThermalFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.cpp index 47150da347..56cece6e14 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.hpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.hpp index dda67dac39..bae4e9827c 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.hpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriverRunTest.hpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriverRunTest.hpp index 0a0254b196..6b763d2513 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriverRunTest.hpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/PVTDriverRunTest.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/blackOil/PVTDriverRunTestDeadOilFluid.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/blackOil/PVTDriverRunTestDeadOilFluid.cpp index 829f310e77..1b5bbf0e46 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/blackOil/PVTDriverRunTestDeadOilFluid.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/blackOil/PVTDriverRunTestDeadOilFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalMultiphaseFluid.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalMultiphaseFluid.cpp index dbf4cf32ee..6506255acc 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalMultiphaseFluid.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalMultiphaseFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalThreePhaseLohrenzBrayClarkViscosity.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalThreePhaseLohrenzBrayClarkViscosity.cpp new file mode 100644 index 0000000000..38299b6c45 --- /dev/null +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalThreePhaseLohrenzBrayClarkViscosity.cpp @@ -0,0 +1,27 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2018-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/* + * PVTDriverRunTestCompositionalThreePhaseLohrenzBrayClarkViscosity.cpp + */ + +#include "constitutiveDrivers/fluid/multiFluid/PVTDriverRunTest.hpp" +#include "constitutive/fluid/multifluid/compositional/CompositionalMultiphaseFluid.hpp" + +namespace geos +{ +template void PVTDriver::runTest< constitutive::CompositionalThreePhaseLohrenzBrayClarkViscosity >( + constitutive::CompositionalThreePhaseLohrenzBrayClarkViscosity &, arrayView2d< real64 > const & ); +} diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseConstantViscosity.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseConstantViscosity.cpp index 821b98d216..7404cb9d03 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseConstantViscosity.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseConstantViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseLohrenzBrayClarkViscosity.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseLohrenzBrayClarkViscosity.cpp index ba69e1f711..f97b852670 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseLohrenzBrayClarkViscosity.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/compositional/PVTDriverRunTestCompositionalTwoPhaseLohrenzBrayClarkViscosity.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.cpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.cpp index 8c2cc1f083..1d0259bcd5 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.cpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.hpp b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.hpp index 57f273e3b1..170f761c70 100644 --- a/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.hpp +++ b/src/coreComponents/constitutiveDrivers/fluid/multiFluid/reactive/ReactiveFluidDriver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.cpp index 75c701977d..06085a5086 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.hpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.hpp index b2516879f9..426c66bf13 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.hpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyBakerRunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyBakerRunTest.cpp index 578a3d5952..4fc2d6a03d 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyBakerRunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyBakerRunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyRunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyRunTest.cpp index 7e49255030..a2b0db0fb9 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyRunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyRunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyStone2RunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyStone2RunTest.cpp index c1ca451cdc..12c68c39cf 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyStone2RunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverBrooksCoreyStone2RunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverRunTest.hpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverRunTest.hpp index 7187ae8feb..4ae09f0c00 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverRunTest.hpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverRunTest.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeHysteresisRunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeHysteresisRunTest.cpp index cad00bfc8a..4ed6420b67 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeHysteresisRunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeHysteresisRunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeRunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeRunTest.cpp index 22b21ea79d..e5c8a24085 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeRunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverTableRelativeRunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenBakerRunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenBakerRunTest.cpp index 45b9400a33..7f441eb513 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenBakerRunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenBakerRunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenStone2RunTest.cpp b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenStone2RunTest.cpp index caac2444ec..53b39539a5 100644 --- a/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenStone2RunTest.cpp +++ b/src/coreComponents/constitutiveDrivers/relativePermeability/RelpermDriverVanGenuchtenStone2RunTest.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.cpp b/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.cpp index 49158cbc92..6dbd8bb13c 100644 --- a/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.cpp +++ b/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.hpp b/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.hpp index 1072d92481..1147e52b0b 100644 --- a/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.hpp +++ b/src/coreComponents/constitutiveDrivers/solid/TriaxialDriver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/BufferOps.hpp b/src/coreComponents/dataRepository/BufferOps.hpp index c76bcee136..1601dae424 100644 --- a/src/coreComponents/dataRepository/BufferOps.hpp +++ b/src/coreComponents/dataRepository/BufferOps.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/BufferOpsDevice.cpp b/src/coreComponents/dataRepository/BufferOpsDevice.cpp index cf9c562a63..ada2da9b8a 100644 --- a/src/coreComponents/dataRepository/BufferOpsDevice.cpp +++ b/src/coreComponents/dataRepository/BufferOpsDevice.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/BufferOpsDevice.hpp b/src/coreComponents/dataRepository/BufferOpsDevice.hpp index 0fec5bbf5a..5bef77f360 100644 --- a/src/coreComponents/dataRepository/BufferOpsDevice.hpp +++ b/src/coreComponents/dataRepository/BufferOpsDevice.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/BufferOps_inline.hpp b/src/coreComponents/dataRepository/BufferOps_inline.hpp index cd87b74e7e..8792e9a153 100644 --- a/src/coreComponents/dataRepository/BufferOps_inline.hpp +++ b/src/coreComponents/dataRepository/BufferOps_inline.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -1527,7 +1527,10 @@ Unpack( buffer_unit_type const * & buffer, relatedObjectGlobalToLocalMap, clearFlag ); - unmappedGlobalIndices[li].insert( unmappedIndices.data(), unmappedIndices.size() ); + if( unmappedIndices.size() > 0 ) + { + unmappedGlobalIndices[li].insert( unmappedIndices.data(), unmappedIndices.size() ); + } } return sizeOfUnpackedChars; } @@ -1644,7 +1647,10 @@ Unpack( buffer_unit_type const * & buffer, // insert unknown global indices related to the local index into an additional mapping to resolve externally unmapped.resize( LvArray::sortedArrayManipulation::makeSortedUnique( unmapped.begin(), unmapped.end() ) ); - unmappedGlobalIndices[li].insert( unmapped.begin(), unmapped.end() ); + if( unmapped.size() > 0 ) + { + unmappedGlobalIndices[li].insert( unmapped.begin(), unmapped.end() ); + } } // If there were element lists that didn't fit in the map, rebuild the whole thing @@ -1762,7 +1768,11 @@ Pack( buffer_unit_type * & buffer, arraySlice1d< globalIndex const > const & relatedObjectLocalToGlobalMap ) { localIndex sizeOfPackedChars = 0; - array1d< globalIndex > junk; + array1d< globalIndex > invalidGlobalIndices( var.size( 1 ) ); + for( localIndex a=0; a( buffer, indices.size() ); for( localIndex a=0; a const & unmappedGI = iterUnmappedGI==unmappedGlobalIndices.end() ? - junk : + invalidGlobalIndices : iterUnmappedGI->second; sizeOfPackedChars += Pack< DO_PACKING >( buffer, diff --git a/src/coreComponents/dataRepository/CMakeLists.txt b/src/coreComponents/dataRepository/CMakeLists.txt index f3e4e82628..8d0fc0e09c 100644 --- a/src/coreComponents/dataRepository/CMakeLists.txt +++ b/src/coreComponents/dataRepository/CMakeLists.txt @@ -1,4 +1,26 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: dataRepository + +Provides the building blocks for the data structure of GEOS objects. +Also contains a wrapper to process entries from an xml file into data types. +#]] + +# # Specify all headers +# set( dataRepository_headers BufferOps.hpp BufferOpsDevice.hpp @@ -26,7 +48,9 @@ set( dataRepository_headers GroupContext.hpp WrapperContext.hpp ) +# # Specify all sources +# set( dataRepository_sources BufferOpsDevice.cpp ConduitRestart.cpp diff --git a/src/coreComponents/dataRepository/ConduitRestart.cpp b/src/coreComponents/dataRepository/ConduitRestart.cpp index e0c18bc1b2..10e3c4e58f 100644 --- a/src/coreComponents/dataRepository/ConduitRestart.cpp +++ b/src/coreComponents/dataRepository/ConduitRestart.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/ConduitRestart.hpp b/src/coreComponents/dataRepository/ConduitRestart.hpp index 2fe3c07c98..68cf0766e0 100644 --- a/src/coreComponents/dataRepository/ConduitRestart.hpp +++ b/src/coreComponents/dataRepository/ConduitRestart.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/DataContext.cpp b/src/coreComponents/dataRepository/DataContext.cpp index e20eab50e6..87e9f79175 100644 --- a/src/coreComponents/dataRepository/DataContext.cpp +++ b/src/coreComponents/dataRepository/DataContext.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/DataContext.hpp b/src/coreComponents/dataRepository/DataContext.hpp index 16600e02f1..46daeb3850 100644 --- a/src/coreComponents/dataRepository/DataContext.hpp +++ b/src/coreComponents/dataRepository/DataContext.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/DefaultValue.hpp b/src/coreComponents/dataRepository/DefaultValue.hpp index dd2fed96a7..4212244aa7 100644 --- a/src/coreComponents/dataRepository/DefaultValue.hpp +++ b/src/coreComponents/dataRepository/DefaultValue.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/ExecutableGroup.cpp b/src/coreComponents/dataRepository/ExecutableGroup.cpp index 4552db2d3d..b268730af7 100644 --- a/src/coreComponents/dataRepository/ExecutableGroup.cpp +++ b/src/coreComponents/dataRepository/ExecutableGroup.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/ExecutableGroup.hpp b/src/coreComponents/dataRepository/ExecutableGroup.hpp index 201b664222..b1751f3e1f 100644 --- a/src/coreComponents/dataRepository/ExecutableGroup.hpp +++ b/src/coreComponents/dataRepository/ExecutableGroup.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/Group.cpp b/src/coreComponents/dataRepository/Group.cpp index abbf6379fa..440178c2a7 100644 --- a/src/coreComponents/dataRepository/Group.cpp +++ b/src/coreComponents/dataRepository/Group.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/Group.hpp b/src/coreComponents/dataRepository/Group.hpp index 1cbc00c739..a9925c49c7 100644 --- a/src/coreComponents/dataRepository/Group.hpp +++ b/src/coreComponents/dataRepository/Group.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/GroupContext.cpp b/src/coreComponents/dataRepository/GroupContext.cpp index e19a7358fa..d21771cfbd 100644 --- a/src/coreComponents/dataRepository/GroupContext.cpp +++ b/src/coreComponents/dataRepository/GroupContext.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/GroupContext.hpp b/src/coreComponents/dataRepository/GroupContext.hpp index d361bd26e5..476540f98e 100644 --- a/src/coreComponents/dataRepository/GroupContext.hpp +++ b/src/coreComponents/dataRepository/GroupContext.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/HistoryDataSpec.hpp b/src/coreComponents/dataRepository/HistoryDataSpec.hpp index 5ffbc3eb34..f1d083f1d2 100644 --- a/src/coreComponents/dataRepository/HistoryDataSpec.hpp +++ b/src/coreComponents/dataRepository/HistoryDataSpec.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/InputFlags.hpp b/src/coreComponents/dataRepository/InputFlags.hpp index d761ad85f2..4390eec54b 100644 --- a/src/coreComponents/dataRepository/InputFlags.hpp +++ b/src/coreComponents/dataRepository/InputFlags.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/KeyIndexT.hpp b/src/coreComponents/dataRepository/KeyIndexT.hpp index 6a6b2ff32a..2812bc1ca8 100644 --- a/src/coreComponents/dataRepository/KeyIndexT.hpp +++ b/src/coreComponents/dataRepository/KeyIndexT.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/KeyNames.hpp b/src/coreComponents/dataRepository/KeyNames.hpp index 30842d4c71..4c46b69a26 100644 --- a/src/coreComponents/dataRepository/KeyNames.hpp +++ b/src/coreComponents/dataRepository/KeyNames.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/LogLevelsInfo.hpp b/src/coreComponents/dataRepository/LogLevelsInfo.hpp index d0b0ee1817..7e50ece2eb 100644 --- a/src/coreComponents/dataRepository/LogLevelsInfo.hpp +++ b/src/coreComponents/dataRepository/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/dataRepository/LogLevelsRegistry.cpp b/src/coreComponents/dataRepository/LogLevelsRegistry.cpp index ae3e48ccd7..3f81ef9e28 100644 --- a/src/coreComponents/dataRepository/LogLevelsRegistry.cpp +++ b/src/coreComponents/dataRepository/LogLevelsRegistry.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/dataRepository/LogLevelsRegistry.hpp b/src/coreComponents/dataRepository/LogLevelsRegistry.hpp index 88b38224cd..d96f9a79d4 100644 --- a/src/coreComponents/dataRepository/LogLevelsRegistry.hpp +++ b/src/coreComponents/dataRepository/LogLevelsRegistry.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/dataRepository/MappedVector.hpp b/src/coreComponents/dataRepository/MappedVector.hpp index 4fe016be1c..59f7967d99 100644 --- a/src/coreComponents/dataRepository/MappedVector.hpp +++ b/src/coreComponents/dataRepository/MappedVector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/ObjectCatalog.hpp b/src/coreComponents/dataRepository/ObjectCatalog.hpp index c03715e09d..dbf089033a 100644 --- a/src/coreComponents/dataRepository/ObjectCatalog.hpp +++ b/src/coreComponents/dataRepository/ObjectCatalog.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/ReferenceWrapper.hpp b/src/coreComponents/dataRepository/ReferenceWrapper.hpp index 0bd8b374b5..6fb666b3e9 100644 --- a/src/coreComponents/dataRepository/ReferenceWrapper.hpp +++ b/src/coreComponents/dataRepository/ReferenceWrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/RestartFlags.hpp b/src/coreComponents/dataRepository/RestartFlags.hpp index 3188c7ad60..f6fc765d94 100644 --- a/src/coreComponents/dataRepository/RestartFlags.hpp +++ b/src/coreComponents/dataRepository/RestartFlags.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/Utilities.cpp b/src/coreComponents/dataRepository/Utilities.cpp index 3718055367..03be7e7f72 100644 --- a/src/coreComponents/dataRepository/Utilities.cpp +++ b/src/coreComponents/dataRepository/Utilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/Utilities.hpp b/src/coreComponents/dataRepository/Utilities.hpp index c88cc3290e..93a2084d15 100644 --- a/src/coreComponents/dataRepository/Utilities.hpp +++ b/src/coreComponents/dataRepository/Utilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/Wrapper.hpp b/src/coreComponents/dataRepository/Wrapper.hpp index 881d9df2a6..344806e536 100644 --- a/src/coreComponents/dataRepository/Wrapper.hpp +++ b/src/coreComponents/dataRepository/Wrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -411,7 +411,7 @@ class Wrapper final : public WrapperBase virtual void resize( localIndex const newSize ) override { wrapperHelpers::move( *m_data, hostMemorySpace, true ); - wrapperHelpers::resizeDefault( reference(), newSize, m_default ); + wrapperHelpers::resizeDefault( reference(), newSize, m_default, this->getName() ); } /// @cond DO_NOT_DOCUMENT diff --git a/src/coreComponents/dataRepository/WrapperBase.cpp b/src/coreComponents/dataRepository/WrapperBase.cpp index 518bf4dfed..306878ab9e 100644 --- a/src/coreComponents/dataRepository/WrapperBase.cpp +++ b/src/coreComponents/dataRepository/WrapperBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/WrapperBase.hpp b/src/coreComponents/dataRepository/WrapperBase.hpp index 8737beb847..36b74c8497 100644 --- a/src/coreComponents/dataRepository/WrapperBase.hpp +++ b/src/coreComponents/dataRepository/WrapperBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/WrapperContext.cpp b/src/coreComponents/dataRepository/WrapperContext.cpp index 253a2d9c05..92f52ba870 100644 --- a/src/coreComponents/dataRepository/WrapperContext.cpp +++ b/src/coreComponents/dataRepository/WrapperContext.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/WrapperContext.hpp b/src/coreComponents/dataRepository/WrapperContext.hpp index 7c1b059919..78fd48fb6f 100644 --- a/src/coreComponents/dataRepository/WrapperContext.hpp +++ b/src/coreComponents/dataRepository/WrapperContext.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/python/PyGroup.cpp b/src/coreComponents/dataRepository/python/PyGroup.cpp index a9dbe02484..9fa25b2db3 100644 --- a/src/coreComponents/dataRepository/python/PyGroup.cpp +++ b/src/coreComponents/dataRepository/python/PyGroup.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/python/PyGroup.hpp b/src/coreComponents/dataRepository/python/PyGroup.hpp index fc5d70ea93..80af2282c5 100644 --- a/src/coreComponents/dataRepository/python/PyGroup.hpp +++ b/src/coreComponents/dataRepository/python/PyGroup.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/python/PyGroupType.hpp b/src/coreComponents/dataRepository/python/PyGroupType.hpp index 042442a9f3..df0879ae86 100644 --- a/src/coreComponents/dataRepository/python/PyGroupType.hpp +++ b/src/coreComponents/dataRepository/python/PyGroupType.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/python/PyWrapper.cpp b/src/coreComponents/dataRepository/python/PyWrapper.cpp index cff2b890e9..68b620986c 100644 --- a/src/coreComponents/dataRepository/python/PyWrapper.cpp +++ b/src/coreComponents/dataRepository/python/PyWrapper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/python/PyWrapper.hpp b/src/coreComponents/dataRepository/python/PyWrapper.hpp index b6bb4400a0..c059459e39 100644 --- a/src/coreComponents/dataRepository/python/PyWrapper.hpp +++ b/src/coreComponents/dataRepository/python/PyWrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/unitTests/testBufferOps.cpp b/src/coreComponents/dataRepository/unitTests/testBufferOps.cpp index 0f3c469f34..bc7fb8357b 100644 --- a/src/coreComponents/dataRepository/unitTests/testBufferOps.cpp +++ b/src/coreComponents/dataRepository/unitTests/testBufferOps.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/unitTests/testDefaultValue.cpp b/src/coreComponents/dataRepository/unitTests/testDefaultValue.cpp index 92f5861fa7..eef51a81bf 100644 --- a/src/coreComponents/dataRepository/unitTests/testDefaultValue.cpp +++ b/src/coreComponents/dataRepository/unitTests/testDefaultValue.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/unitTests/testPacking.cpp b/src/coreComponents/dataRepository/unitTests/testPacking.cpp index 4befe364d8..32b31f7c1b 100644 --- a/src/coreComponents/dataRepository/unitTests/testPacking.cpp +++ b/src/coreComponents/dataRepository/unitTests/testPacking.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/unitTests/testReferenceWrapper.cpp b/src/coreComponents/dataRepository/unitTests/testReferenceWrapper.cpp index 15db54edc2..1a7979cf54 100644 --- a/src/coreComponents/dataRepository/unitTests/testReferenceWrapper.cpp +++ b/src/coreComponents/dataRepository/unitTests/testReferenceWrapper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/unitTests/testWrapper.cpp b/src/coreComponents/dataRepository/unitTests/testWrapper.cpp index 6982cec656..d04fd2b544 100644 --- a/src/coreComponents/dataRepository/unitTests/testWrapper.cpp +++ b/src/coreComponents/dataRepository/unitTests/testWrapper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/unitTests/testXmlWrapper.cpp b/src/coreComponents/dataRepository/unitTests/testXmlWrapper.cpp index ce1dbaf3e7..fba0eec3ab 100644 --- a/src/coreComponents/dataRepository/unitTests/testXmlWrapper.cpp +++ b/src/coreComponents/dataRepository/unitTests/testXmlWrapper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dataRepository/wrapperHelpers.hpp b/src/coreComponents/dataRepository/wrapperHelpers.hpp index fcbaea7ab9..7b66b1b217 100644 --- a/src/coreComponents/dataRepository/wrapperHelpers.hpp +++ b/src/coreComponents/dataRepository/wrapperHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,6 +33,7 @@ #include "common/GeosxMacros.hpp" #include "common/Span.hpp" #include "codingUtilities/traits.hpp" +#include "LvArray/src/system.hpp" #if defined(GEOS_USE_PYGEOSX) #include "LvArray/src/python/python.hpp" @@ -188,18 +189,40 @@ resize( T & GEOS_UNUSED_PARAM( value ), localIndex const GEOS_UNUSED_PARAM( newSize ) ) {} - -template< typename T, int NDIM, typename PERMUTATION > -inline std::enable_if_t< DefaultValue< Array< T, NDIM, PERMUTATION > >::has_default_value > -resizeDefault( Array< T, NDIM, PERMUTATION > & value, +template< typename T > +inline std::enable_if_t< traits::HasMemberFunction_resizeDefault< T > && + DefaultValue< T >::has_default_value > +resizeDefault( T & value, localIndex const newSize, - DefaultValue< Array< T, NDIM, PERMUTATION > > const & defaultValue ) + DefaultValue< T > const & defaultValue, + string const & ) { value.resizeDefault( newSize, defaultValue.value ); } template< typename T > -inline void -resizeDefault( T & value, localIndex const newSize, DefaultValue< T > const & GEOS_UNUSED_PARAM( defaultValue ) ) -{ resize( value, newSize ); } +inline std::enable_if_t< !( traits::HasMemberFunction_resizeDefault< T > && + DefaultValue< T >::has_default_value ) > +resizeDefault( T & value, + localIndex const newSize, + DefaultValue< T > const & GEOS_UNUSED_PARAM( defaultValue ), + string const & name ) +{ +#if !defined(NDEBUG) + GEOS_LOG_RANK_0( GEOS_FMT( "Warning: For Wrapper<{}>::name() = {}:\n" + " wrapperHelpers::resizeDefault<{}>() called, but the SFINAE filter failed:\n" + " traits::HasMemberFunction_resizeDefault< {} > = {}\n " + " DefaultValue< {} >::has_default_value = {}", + LvArray::system::demangleType< T >(), + name, + LvArray::system::demangleType< T >(), + LvArray::system::demangleType< T >(), + traits::HasMemberFunction_resizeDefault< T >, + LvArray::system::demangleType< T >(), + DefaultValue< T >::has_default_value ) ); +#else + GEOS_UNUSED_VAR( name ); +#endif + resize( value, newSize ); +} template< typename T, int NDIM, typename PERMUTATION > diff --git a/src/coreComponents/dataRepository/xmlWrapper.cpp b/src/coreComponents/dataRepository/xmlWrapper.cpp index e2e7d85332..e0ada302c4 100644 --- a/src/coreComponents/dataRepository/xmlWrapper.cpp +++ b/src/coreComponents/dataRepository/xmlWrapper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -171,7 +171,7 @@ void xmlDocument::addIncludedXML( xmlNode & targetNode, int const level ) return isAbsolutePath( fileName ) ? fileName : joinPath( splitPath( currentFilePath ).first, fileName ); }(); - GEOS_LOG_RANK_0( "Included additionnal XML file: " << getAbsolutePath( includedFilePath ) ); + GEOS_LOG_RANK_0( "Included additional XML file: " << getAbsolutePath( includedFilePath ) ); xmlDocument includedXmlDocument; xmlResult const result = includedXmlDocument.loadFile( includedFilePath, hasNodeFileInfo() ); diff --git a/src/coreComponents/dataRepository/xmlWrapper.hpp b/src/coreComponents/dataRepository/xmlWrapper.hpp index 3909184a5b..71890a2a21 100644 --- a/src/coreComponents/dataRepository/xmlWrapper.hpp +++ b/src/coreComponents/dataRepository/xmlWrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/CMakeLists.txt b/src/coreComponents/denseLinearAlgebra/CMakeLists.txt index 1d15320355..c91c99e352 100644 --- a/src/coreComponents/denseLinearAlgebra/CMakeLists.txt +++ b/src/coreComponents/denseLinearAlgebra/CMakeLists.txt @@ -1,11 +1,34 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: denseLinearAlgebra + +Contains dense linear algebra functions and interfaces to BLAS and LAPACK packages. +#]] + +# # Specify all headers +# set( denseLinearAlgebra_headers common/layouts.hpp denseLASolvers.hpp interfaces/blaslapack/BlasLapackFunctions.h interfaces/blaslapack/BlasLapackLA.hpp ) +# # Specify all sources +# set( denseLinearAlgebra_sources interfaces/blaslapack/BlasLapackLA.cpp ) @@ -18,7 +41,7 @@ blt_add_library( NAME denseLinearAlgebra SOURCES ${denseLinearAlgebra_sources} HEADERS ${denseLinearAlgebra_headers} DEPENDS_ON ${decoratedDependencies} - OBJECT ${GEOS_BUILD_OBJ_LIBS} + OBJECT ${GEOS_BUILD_OBJ_LIBS} SHARED ${GEOS_BUILD_SHARED_LIBS} ) diff --git a/src/coreComponents/denseLinearAlgebra/common/layouts.hpp b/src/coreComponents/denseLinearAlgebra/common/layouts.hpp index 9e9415afa2..77bf184d86 100644 --- a/src/coreComponents/denseLinearAlgebra/common/layouts.hpp +++ b/src/coreComponents/denseLinearAlgebra/common/layouts.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/denseLASolvers.hpp b/src/coreComponents/denseLinearAlgebra/denseLASolvers.hpp index bdc2b22614..976b6df848 100644 --- a/src/coreComponents/denseLinearAlgebra/denseLASolvers.hpp +++ b/src/coreComponents/denseLinearAlgebra/denseLASolvers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackFunctions.h b/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackFunctions.h index c3716c8a87..47600b5b10 100644 --- a/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackFunctions.h +++ b/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackFunctions.h @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.cpp b/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.cpp index d9f1405cec..2642d481a4 100644 --- a/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.cpp +++ b/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.hpp b/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.hpp index 370c4c4ee5..ffacecc65d 100644 --- a/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.hpp +++ b/src/coreComponents/denseLinearAlgebra/interfaces/blaslapack/BlasLapackLA.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/unitTests/testBlasLapack.cpp b/src/coreComponents/denseLinearAlgebra/unitTests/testBlasLapack.cpp index 51abc10565..b3b8046b0f 100644 --- a/src/coreComponents/denseLinearAlgebra/unitTests/testBlasLapack.cpp +++ b/src/coreComponents/denseLinearAlgebra/unitTests/testBlasLapack.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/unitTests/testDenseLASolvers.cpp b/src/coreComponents/denseLinearAlgebra/unitTests/testDenseLASolvers.cpp index 5ec47ac198..cbeda07ea6 100644 --- a/src/coreComponents/denseLinearAlgebra/unitTests/testDenseLASolvers.cpp +++ b/src/coreComponents/denseLinearAlgebra/unitTests/testDenseLASolvers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/denseLinearAlgebra/unitTests/testSolveLinearSystem.cpp b/src/coreComponents/denseLinearAlgebra/unitTests/testSolveLinearSystem.cpp index 678332963a..605a3e16ea 100644 --- a/src/coreComponents/denseLinearAlgebra/unitTests/testSolveLinearSystem.cpp +++ b/src/coreComponents/denseLinearAlgebra/unitTests/testSolveLinearSystem.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/discretizationMethods/CMakeLists.txt b/src/coreComponents/discretizationMethods/CMakeLists.txt index 06d03ca8fa..176924f5c4 100644 --- a/src/coreComponents/discretizationMethods/CMakeLists.txt +++ b/src/coreComponents/discretizationMethods/CMakeLists.txt @@ -1,3 +1,22 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: discretizationMethods + +Gives access to the discretization methods and their components for applications to the mesh. +#]] + # # Specify all headers # diff --git a/src/coreComponents/discretizationMethods/NumericalMethodsManager.cpp b/src/coreComponents/discretizationMethods/NumericalMethodsManager.cpp index b57a2fe519..6e4fb3c5cf 100644 --- a/src/coreComponents/discretizationMethods/NumericalMethodsManager.cpp +++ b/src/coreComponents/discretizationMethods/NumericalMethodsManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/discretizationMethods/NumericalMethodsManager.hpp b/src/coreComponents/discretizationMethods/NumericalMethodsManager.hpp index 3db8a3e6a7..503647f206 100644 --- a/src/coreComponents/discretizationMethods/NumericalMethodsManager.hpp +++ b/src/coreComponents/discretizationMethods/NumericalMethodsManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/dummy.cpp b/src/coreComponents/dummy.cpp index e64d16594d..44722daa7d 100644 --- a/src/coreComponents/dummy.cpp +++ b/src/coreComponents/dummy.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/CMakeLists.txt b/src/coreComponents/events/CMakeLists.txt index 3a7fe6a7a9..a8e2e2ba71 100644 --- a/src/coreComponents/events/CMakeLists.txt +++ b/src/coreComponents/events/CMakeLists.txt @@ -1,3 +1,23 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: events + +Contains GEOS event types. +Manages the events and tasks. +#]] + # # Specify all headers # diff --git a/src/coreComponents/events/EventBase.cpp b/src/coreComponents/events/EventBase.cpp index 5a185d1c71..6212dc89d6 100644 --- a/src/coreComponents/events/EventBase.cpp +++ b/src/coreComponents/events/EventBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -122,7 +122,7 @@ EventBase::CatalogInterface::CatalogType & EventBase::getCatalog() Group * EventBase::createChild( string const & childKey, string const & childName ) { - GEOS_LOG_RANK_0( "Adding Event: " << childKey << ", " << childName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< EventBase > event = EventBase::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup< EventBase >( childName, std::move( event ) ); } diff --git a/src/coreComponents/events/EventBase.hpp b/src/coreComponents/events/EventBase.hpp index 6e9651c5e4..c3e4920b18 100644 --- a/src/coreComponents/events/EventBase.hpp +++ b/src/coreComponents/events/EventBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/EventManager.cpp b/src/coreComponents/events/EventManager.cpp index 8e176f41d4..69c3a46dd9 100644 --- a/src/coreComponents/events/EventManager.cpp +++ b/src/coreComponents/events/EventManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -93,7 +93,7 @@ EventManager::~EventManager() Group * EventManager::createChild( string const & childKey, string const & childName ) { - GEOS_LOG_RANK_0( "Adding Event: " << childKey << ", " << childName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< EventBase > event = EventBase::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup< EventBase >( childName, std::move( event ) ); } diff --git a/src/coreComponents/events/EventManager.hpp b/src/coreComponents/events/EventManager.hpp index f60c004fbf..b86f48b851 100644 --- a/src/coreComponents/events/EventManager.hpp +++ b/src/coreComponents/events/EventManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/HaltEvent.cpp b/src/coreComponents/events/HaltEvent.cpp index f4381f0b0f..93cc9d2d58 100644 --- a/src/coreComponents/events/HaltEvent.cpp +++ b/src/coreComponents/events/HaltEvent.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/HaltEvent.hpp b/src/coreComponents/events/HaltEvent.hpp index 5614484e54..68501ea47b 100644 --- a/src/coreComponents/events/HaltEvent.hpp +++ b/src/coreComponents/events/HaltEvent.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/PeriodicEvent.cpp b/src/coreComponents/events/PeriodicEvent.cpp index bb55daa3b1..e26ea88913 100644 --- a/src/coreComponents/events/PeriodicEvent.cpp +++ b/src/coreComponents/events/PeriodicEvent.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/PeriodicEvent.hpp b/src/coreComponents/events/PeriodicEvent.hpp index a737400358..9c2cf943c8 100644 --- a/src/coreComponents/events/PeriodicEvent.hpp +++ b/src/coreComponents/events/PeriodicEvent.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/SoloEvent.cpp b/src/coreComponents/events/SoloEvent.cpp index 5f3b1e8773..89d8b2edd2 100644 --- a/src/coreComponents/events/SoloEvent.cpp +++ b/src/coreComponents/events/SoloEvent.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/SoloEvent.hpp b/src/coreComponents/events/SoloEvent.hpp index ce53eba8f5..d905e07e47 100644 --- a/src/coreComponents/events/SoloEvent.hpp +++ b/src/coreComponents/events/SoloEvent.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/tasks/TaskBase.cpp b/src/coreComponents/events/tasks/TaskBase.cpp index 1a885b95ec..6020534f18 100644 --- a/src/coreComponents/events/tasks/TaskBase.cpp +++ b/src/coreComponents/events/tasks/TaskBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/tasks/TaskBase.hpp b/src/coreComponents/events/tasks/TaskBase.hpp index c8744e18e1..dfe0393fe8 100644 --- a/src/coreComponents/events/tasks/TaskBase.hpp +++ b/src/coreComponents/events/tasks/TaskBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/events/tasks/TasksManager.cpp b/src/coreComponents/events/tasks/TasksManager.cpp index ad23ae788b..9f95aefb2a 100644 --- a/src/coreComponents/events/tasks/TasksManager.cpp +++ b/src/coreComponents/events/tasks/TasksManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -38,6 +38,7 @@ TasksManager::~TasksManager() Group * TasksManager::createChild( string const & childKey, string const & childName ) { + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< TaskBase > task = TaskBase::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup< TaskBase >( childName, std::move( task ) ); } diff --git a/src/coreComponents/events/tasks/TasksManager.hpp b/src/coreComponents/events/tasks/TasksManager.hpp index 79117b5943..852e0fd8cf 100644 --- a/src/coreComponents/events/tasks/TasksManager.hpp +++ b/src/coreComponents/events/tasks/TasksManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.cpp b/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.cpp index dffd783e99..061cfc344b 100644 --- a/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.cpp +++ b/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -163,7 +163,7 @@ void AquiferBoundaryCondition::postInputInitialization() void AquiferBoundaryCondition::setupDefaultPressureInfluenceFunction() { - // default table; see Eclipse or Intersect documentation + // default table array1d< array1d< real64 > > dimensionlessTime; dimensionlessTime.resize( 1 ); @@ -281,14 +281,13 @@ void AquiferBoundaryCondition::setGravityVector( R1Tensor const & gravityVector void AquiferBoundaryCondition::computeTimeConstant() { - // equation 5.3 of the Eclipse TD m_timeConstant = m_viscosity * m_porosity * m_totalCompressibility * m_innerRadius * m_innerRadius; m_timeConstant /= m_permeability; } void AquiferBoundaryCondition::computeInfluxConstant() { - // equation 5.4 of the Eclipse TD, including the constant 6.283 of the Carter-Tracy model + // 6.283 is the constant of the Carter-Tracy model m_influxConstant = 6.283 * m_thickness * ( m_angle / 360.0 ) * m_porosity * m_totalCompressibility * m_innerRadius * m_innerRadius; } diff --git a/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.hpp b/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.hpp index 9ee270df07..4b27724fef 100644 --- a/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.hpp +++ b/src/coreComponents/fieldSpecification/AquiferBoundaryCondition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -357,7 +357,7 @@ AquiferBoundaryCondition::KernelWrapper:: real64 const & areaFraction, real64 & dAquiferVolFlux_dPres ) const { - // compute the dimensionless time (equation 5.5 of the Eclipse TD) + // compute the dimensionless time real64 const dimensionlessTimeAtBeginningOfStep = timeAtBeginningOfStep / m_timeConstant; real64 const dimensionlessTimeAtEndOfStep = ( timeAtBeginningOfStep + dt ) / m_timeConstant; @@ -368,15 +368,15 @@ AquiferBoundaryCondition::KernelWrapper:: // compute the potential difference between the reservoir (old pressure) and the aquifer real64 const potDiff = m_initialPressure - reservoirPressure_n - m_density * ( m_gravCoef - reservoirGravCoef ); - // compute the a (equation 5.8 of the Eclipse TD) + // compute the a real64 const timeConstantInv = 1.0 / m_timeConstant; real64 const denom = presInfluence - dimensionlessTimeAtBeginningOfStep * dPresInfluence_dTime; real64 const a = timeConstantInv * ( m_influxConstant * potDiff - m_cumulativeFlux * dPresInfluence_dTime ) / denom; - // compute the b (equation 5.9 of the Eclipse TD) + // compute the b real64 const b = timeConstantInv * m_influxConstant / denom; - // compute the average inflow rate Q (equation 5.7 of the Eclipse TD) + // compute the average inflow rate Q real64 const aquiferVolFlux = areaFraction * ( a - b * ( reservoirPressure - reservoirPressure_n ) ); dAquiferVolFlux_dPres = -areaFraction * b; diff --git a/src/coreComponents/fieldSpecification/CMakeLists.txt b/src/coreComponents/fieldSpecification/CMakeLists.txt index 943e95ab80..0b6ff6691e 100644 --- a/src/coreComponents/fieldSpecification/CMakeLists.txt +++ b/src/coreComponents/fieldSpecification/CMakeLists.txt @@ -1,3 +1,24 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: fieldSpecification + +Contains: + - field specification objects definition. + - an interface to manage these objects. +#]] + # # Specify all headers # diff --git a/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.cpp b/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.cpp index 69229b5814..19a62d921d 100644 --- a/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.cpp +++ b/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.hpp b/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.hpp index 589171fcd4..553ac23e7d 100644 --- a/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.hpp +++ b/src/coreComponents/fieldSpecification/DirichletBoundaryCondition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.cpp b/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.cpp index 14a4f0cf60..c355f36d92 100644 --- a/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.cpp +++ b/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.hpp b/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.hpp index 9cff7dd6a9..fe29ce2fc4 100644 --- a/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.hpp +++ b/src/coreComponents/fieldSpecification/EquilibriumInitialCondition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/FieldSpecificationBase.cpp b/src/coreComponents/fieldSpecification/FieldSpecificationBase.cpp index 45e58177dd..693ecc2f4a 100644 --- a/src/coreComponents/fieldSpecification/FieldSpecificationBase.cpp +++ b/src/coreComponents/fieldSpecification/FieldSpecificationBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/FieldSpecificationBase.hpp b/src/coreComponents/fieldSpecification/FieldSpecificationBase.hpp index 8306eafca0..cdce71bc66 100644 --- a/src/coreComponents/fieldSpecification/FieldSpecificationBase.hpp +++ b/src/coreComponents/fieldSpecification/FieldSpecificationBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/FieldSpecificationManager.cpp b/src/coreComponents/fieldSpecification/FieldSpecificationManager.cpp index 6edc963b45..155596304d 100644 --- a/src/coreComponents/fieldSpecification/FieldSpecificationManager.cpp +++ b/src/coreComponents/fieldSpecification/FieldSpecificationManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -51,6 +51,7 @@ FieldSpecificationManager & FieldSpecificationManager::getInstance() Group * FieldSpecificationManager::createChild( string const & childKey, string const & childName ) { + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< FieldSpecificationBase > bc = FieldSpecificationBase::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup( childName, std::move( bc ) ); } diff --git a/src/coreComponents/fieldSpecification/FieldSpecificationManager.hpp b/src/coreComponents/fieldSpecification/FieldSpecificationManager.hpp index 9167290231..be7f8ffec7 100644 --- a/src/coreComponents/fieldSpecification/FieldSpecificationManager.hpp +++ b/src/coreComponents/fieldSpecification/FieldSpecificationManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.cpp b/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.cpp index 42a360dff3..c2d7317cec 100644 --- a/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.cpp +++ b/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.hpp b/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.hpp index ce7a6151b2..802e2be9cc 100644 --- a/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.hpp +++ b/src/coreComponents/fieldSpecification/PerfectlyMatchedLayer.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.cpp b/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.cpp index c3d68b14bf..df2c01431c 100644 --- a/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.cpp +++ b/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.hpp b/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.hpp index e04aa99b9d..2ee5e258be 100644 --- a/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.hpp +++ b/src/coreComponents/fieldSpecification/SourceFluxBoundaryCondition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/TractionBoundaryCondition.cpp b/src/coreComponents/fieldSpecification/TractionBoundaryCondition.cpp index 9feb2731c5..4d924a8a41 100644 --- a/src/coreComponents/fieldSpecification/TractionBoundaryCondition.cpp +++ b/src/coreComponents/fieldSpecification/TractionBoundaryCondition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fieldSpecification/TractionBoundaryCondition.hpp b/src/coreComponents/fieldSpecification/TractionBoundaryCondition.hpp index a64404f40d..03c6765739 100644 --- a/src/coreComponents/fieldSpecification/TractionBoundaryCondition.hpp +++ b/src/coreComponents/fieldSpecification/TractionBoundaryCondition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/CMakeLists.txt b/src/coreComponents/fileIO/CMakeLists.txt index 3b70d45619..a53eda4945 100644 --- a/src/coreComponents/fileIO/CMakeLists.txt +++ b/src/coreComponents/fileIO/CMakeLists.txt @@ -1,4 +1,27 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: fileIO + +Contains: + - I/O interfaces for the packing components and supported outputs and their python wrappers. + - a coupler for data exchange with CHOMBO. +#]] + +# # Specify all headers +# set( fileIO_headers Outputs/BlueprintOutput.hpp Outputs/OutputBase.hpp @@ -14,7 +37,9 @@ set( fileIO_headers timeHistory/HDFHistoryIO.hpp timeHistory/HistoryCollection.hpp ) +# # Specify all sources +# set( fileIO_sources Outputs/BlueprintOutput.cpp Outputs/OutputBase.cpp @@ -51,10 +76,10 @@ endif() if( ENABLE_SILO ) list( APPEND dependencyList silo HDF5::HDF5) - list( APPEND fileIO_headers - silo/SiloFile.hpp + list( APPEND fileIO_headers + silo/SiloFile.hpp Outputs/SiloOutput.hpp ) - list( APPEND fileIO_sources + list( APPEND fileIO_sources silo/SiloFile.cpp Outputs/SiloOutput.cpp ) endif( ) diff --git a/src/coreComponents/fileIO/Outputs/BlueprintOutput.cpp b/src/coreComponents/fileIO/Outputs/BlueprintOutput.cpp index 21457e7796..55bf84e79b 100644 --- a/src/coreComponents/fileIO/Outputs/BlueprintOutput.cpp +++ b/src/coreComponents/fileIO/Outputs/BlueprintOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -129,53 +129,57 @@ BlueprintOutput::BlueprintOutput( string const & name, } /////////////////////////////////////////////////////////////////////////////////////////////////// -bool BlueprintOutput::execute( real64 const time, - real64 const, - integer const cycle, - integer const, - real64 const, +bool BlueprintOutput::execute( real64 const time_n, + real64 const GEOS_UNUSED_PARAM( dt ), + integer const cycleNumber, + integer const GEOS_UNUSED_PARAM( eventCounter ), + real64 const GEOS_UNUSED_PARAM( eventProgress ), DomainPartition & domain ) { GEOS_MARK_FUNCTION; - MeshLevel const & meshLevel = domain.getMeshBody( 0 ).getBaseDiscretization(); + { + Timer timer( m_outputTimer ); - conduit::Node meshRoot; - conduit::Node & mesh = meshRoot[ "mesh" ]; - conduit::Node & coordset = mesh[ "coordsets/nodes" ]; - conduit::Node & topologies = mesh[ "topologies" ]; + MeshLevel const & meshLevel = domain.getMeshBody( 0 ).getBaseDiscretization(); - mesh[ "state/time" ] = time; - mesh[ "state/cycle" ] = cycle; + conduit::Node meshRoot; + conduit::Node & mesh = meshRoot[ "mesh" ]; + conduit::Node & coordset = mesh[ "coordsets/nodes" ]; + conduit::Node & topologies = mesh[ "topologies" ]; - addNodalData( meshLevel.getNodeManager(), coordset, topologies, mesh[ "fields" ] ); + mesh[ "state/time" ] = time_n; + mesh[ "state/cycle" ] = cycleNumber; - dataRepository::Group averagedElementData( "averagedElementData", this ); - addElementData( meshLevel.getElemManager(), coordset, topologies, mesh[ "fields" ], averagedElementData ); + addNodalData( meshLevel.getNodeManager(), coordset, topologies, mesh[ "fields" ] ); - /// The Blueprint will complain if the fields node is present but empty. - if( mesh[ "fields" ].number_of_children() == 0 ) - { - mesh.remove( "fields" ); - } + dataRepository::Group averagedElementData( "averagedElementData", this ); + addElementData( meshLevel.getElemManager(), coordset, topologies, mesh[ "fields" ], averagedElementData ); + + /// The Blueprint will complain if the fields node is present but empty. + if( mesh[ "fields" ].number_of_children() == 0 ) + { + mesh.remove( "fields" ); + } - /// Verify that the mesh conforms to the Blueprint. - conduit::Node info; - GEOS_ASSERT_MSG( conduit::blueprint::verify( "mesh", meshRoot, info ), info.to_json() ); + /// Verify that the mesh conforms to the Blueprint. + conduit::Node info; + GEOS_ASSERT_MSG( conduit::blueprint::verify( "mesh", meshRoot, info ), info.to_json() ); - /// Generate the Blueprint index. - conduit::Node fileRoot; - conduit::Node & index = fileRoot[ "blueprint_index/mesh" ]; - conduit::blueprint::mesh::generate_index( mesh, "mesh", MpiWrapper::commSize(), index ); + /// Generate the Blueprint index. + conduit::Node fileRoot; + conduit::Node & index = fileRoot[ "blueprint_index/mesh" ]; + conduit::blueprint::mesh::generate_index( mesh, "mesh", MpiWrapper::commSize(), index ); - /// Verify that the index conforms to the Blueprint. - info.reset(); - GEOS_ASSERT_MSG( conduit::blueprint::mesh::index::verify( index, info ), info.to_json() ); + /// Verify that the index conforms to the Blueprint. + info.reset(); + GEOS_ASSERT_MSG( conduit::blueprint::mesh::index::verify( index, info ), info.to_json() ); - /// Write out the root index file, then write out the mesh. - string const completePath = GEOS_FMT( "{}/blueprintFiles/cycle_{:07}", OutputBase::getOutputDirectory(), cycle ); - string const filePathForRank = dataRepository::writeRootFile( fileRoot, completePath ); - conduit::relay::io::save( meshRoot, filePathForRank, "hdf5" ); + /// Write out the root index file, then write out the mesh. + string const completePath = GEOS_FMT( "{}/blueprintFiles/cycle_{:07}", OutputBase::getOutputDirectory(), cycleNumber ); + string const filePathForRank = dataRepository::writeRootFile( fileRoot, completePath ); + conduit::relay::io::save( meshRoot, filePathForRank, "hdf5" ); + } return false; } @@ -307,7 +311,19 @@ void BlueprintOutput::writeOutConstitutiveData( dataRepository::Group const & co } ); } +namespace logInfo +{ +struct BlueprintOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "Blueprint output timing"; } +}; +} +logInfo::OutputTimerBase const & BlueprintOutput::getTimerCategory() const +{ + static logInfo::BlueprintOutputTimer timer; + return timer; +} REGISTER_CATALOG_ENTRY( OutputBase, BlueprintOutput, string const &, dataRepository::Group * const ) diff --git a/src/coreComponents/fileIO/Outputs/BlueprintOutput.hpp b/src/coreComponents/fileIO/Outputs/BlueprintOutput.hpp index 7d17570d47..7ba575f967 100644 --- a/src/coreComponents/fileIO/Outputs/BlueprintOutput.hpp +++ b/src/coreComponents/fileIO/Outputs/BlueprintOutput.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -36,6 +36,12 @@ class ElementRegionManager; */ class BlueprintOutput : public OutputBase { +protected: + /** + * @copydoc OutputBase::getTimerCategory + */ + logInfo::OutputTimerBase const & getTimerCategory() const override; + public: /** diff --git a/src/coreComponents/fileIO/Outputs/ChomboIO.cpp b/src/coreComponents/fileIO/Outputs/ChomboIO.cpp index 674f1e4eac..ea2a16da38 100644 --- a/src/coreComponents/fileIO/Outputs/ChomboIO.cpp +++ b/src/coreComponents/fileIO/Outputs/ChomboIO.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -30,6 +30,20 @@ namespace geos using namespace dataRepository; +namespace logInfo +{ +struct ChomboOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "Chombo output timing"; } +}; +} + +logInfo::OutputTimerBase const & ChomboIO::getTimerCategory() const +{ + static logInfo::ChomboOutputTimer timer; + return timer; +} + ChomboIO::ChomboIO( string const & name, Group * const parent ): OutputBase( name, parent ), m_coupler( nullptr ), diff --git a/src/coreComponents/fileIO/Outputs/ChomboIO.hpp b/src/coreComponents/fileIO/Outputs/ChomboIO.hpp index c483f06696..ea6defc059 100644 --- a/src/coreComponents/fileIO/Outputs/ChomboIO.hpp +++ b/src/coreComponents/fileIO/Outputs/ChomboIO.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -89,6 +89,12 @@ class ChomboIO final : public OutputBase } viewKeys; /// @endcond +protected: + /** + * @copydoc OutputBase::getTimerCategory + */ + logInfo::OutputTimerBase const & getTimerCategory() const override; + private: ChomboCoupler * m_coupler; string m_outputPath; diff --git a/src/coreComponents/fileIO/Outputs/OutputBase.cpp b/src/coreComponents/fileIO/Outputs/OutputBase.cpp index 0733dd38cc..64b93e5163 100644 --- a/src/coreComponents/fileIO/Outputs/OutputBase.cpp +++ b/src/coreComponents/fileIO/Outputs/OutputBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -29,6 +29,7 @@ using namespace dataRepository; OutputBase::OutputBase( string const & name, Group * const parent ): ExecutableGroup( name, parent ), + m_outputTimer(), m_childDirectory(), m_parallelThreads( 1 ) { @@ -43,6 +44,8 @@ OutputBase::OutputBase( string const & name, setInputFlag( InputFlags::OPTIONAL ). setDescription( "Number of plot files." ); + // Add the Timers log level + addLogLevel< logInfo::OutputTimers >(); } OutputBase::~OutputBase() @@ -106,5 +109,23 @@ void OutputBase::setupDirectoryStructure() } } +void OutputBase::cleanup( real64 const GEOS_UNUSED_PARAM( time_n ), + integer const GEOS_UNUSED_PARAM( cycleNumber ), + integer const GEOS_UNUSED_PARAM( eventCounter ), + real64 const GEOS_UNUSED_PARAM( eventProgress ), + DomainPartition & GEOS_UNUSED_PARAM( domain ) ) +{ + // Report timing statistics + real64 const time = std::chrono::duration< double >( m_outputTimer ).count(); + real64 const minTime = MpiWrapper::min( time ); + real64 const maxTime = MpiWrapper::max( time ); + if( maxTime > 0 ) + { + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::OutputTimers, + GEOS_FMT( "{}: file writing time = {} s (min), {} s (max)", + getName(), minTime, maxTime ) ); + } +} + } /* namespace geos */ diff --git a/src/coreComponents/fileIO/Outputs/OutputBase.hpp b/src/coreComponents/fileIO/Outputs/OutputBase.hpp index f4129433f7..01dad62582 100644 --- a/src/coreComponents/fileIO/Outputs/OutputBase.hpp +++ b/src/coreComponents/fileIO/Outputs/OutputBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -21,11 +21,50 @@ #include "dataRepository/Group.hpp" #include "dataRepository/ExecutableGroup.hpp" - +#include "dataRepository/LogLevelsInfo.hpp" // For logInfo namespace +#include "common/Timer.hpp" namespace geos { +namespace logInfo +{ +/** + * @brief Base timer category for output operations + * @details Provides configuration for logging output operation timing information + */ +struct OutputTimers +{ + /** + * @brief Get the description of this timer + * @return String view containing the timer description + */ + static std::string_view getDescription() { return "Output timing information"; } + + /** + * @brief Get the minimum log level for this timer + * @return Integer representing the minimum log level + */ + static constexpr int getMinLogLevel() { return 1; } +}; + +/** + * @brief Base interface for specific output type timers + * @details Each output type (VTK, Silo, etc.) implements this interface to provide + * its own timing category. This is used in conjunction with OutputTimers: + * - OutputTimerBase: For polymorphic behavior in derived output classes + * - OutputTimers: For the general output timing logging infrastructure + */ +struct OutputTimerBase +{ + /** + * @brief Get the description of this timer + * @return String view containing the timer description + */ + virtual std::string_view getDescription() const = 0; +}; +} + /** * @class OutputBase * @@ -102,6 +141,22 @@ class OutputBase : public ExecutableGroup **/ virtual void initializePreSubGroups() override; + /// Timer used to track duration of file writing operations for this specific output type + std::chrono::system_clock::duration m_outputTimer; + + /** + * @brief Get the timer category for this output type + * @return Reference to the output timer base for timing statistics + */ + virtual logInfo::OutputTimerBase const & getTimerCategory() const = 0; + + /// @copydoc geos::ExecutableGroup::cleanup + virtual void cleanup( real64 const time_n, + integer const cycleNumber, + integer const eventCounter, + real64 const eventProgress, + DomainPartition & domain ) override; + private: string m_childDirectory; integer m_parallelThreads; diff --git a/src/coreComponents/fileIO/Outputs/OutputManager.cpp b/src/coreComponents/fileIO/Outputs/OutputManager.cpp index 19034f1326..42ea71af77 100644 --- a/src/coreComponents/fileIO/Outputs/OutputManager.cpp +++ b/src/coreComponents/fileIO/Outputs/OutputManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -39,7 +39,7 @@ OutputManager::~OutputManager() Group * OutputManager::createChild( string const & childKey, string const & childName ) { - GEOS_LOG_RANK_0( "Adding Output: " << childKey << ", " << childName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< OutputBase > output = OutputBase::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup< OutputBase >( childName, std::move( output ) ); } diff --git a/src/coreComponents/fileIO/Outputs/OutputManager.hpp b/src/coreComponents/fileIO/Outputs/OutputManager.hpp index 399b5fd21b..38a68c0656 100644 --- a/src/coreComponents/fileIO/Outputs/OutputManager.hpp +++ b/src/coreComponents/fileIO/Outputs/OutputManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/Outputs/OutputUtilities.cpp b/src/coreComponents/fileIO/Outputs/OutputUtilities.cpp index dceca43260..a3731f88c7 100644 --- a/src/coreComponents/fileIO/Outputs/OutputUtilities.cpp +++ b/src/coreComponents/fileIO/Outputs/OutputUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/Outputs/OutputUtilities.hpp b/src/coreComponents/fileIO/Outputs/OutputUtilities.hpp index 1aa69d0752..1cfd7f0deb 100644 --- a/src/coreComponents/fileIO/Outputs/OutputUtilities.hpp +++ b/src/coreComponents/fileIO/Outputs/OutputUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/Outputs/PythonOutput.cpp b/src/coreComponents/fileIO/Outputs/PythonOutput.cpp index e78f8835a0..3ef3adf4d4 100644 --- a/src/coreComponents/fileIO/Outputs/PythonOutput.cpp +++ b/src/coreComponents/fileIO/Outputs/PythonOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,6 +18,20 @@ namespace geos { +namespace logInfo +{ +struct PythonOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "Python output timing"; } +}; +} + +logInfo::OutputTimerBase const & PythonOutput::getTimerCategory() const +{ + static logInfo::PythonOutputTimer timer; + return timer; +} + REGISTER_CATALOG_ENTRY( OutputBase, PythonOutput, string const &, dataRepository::Group * const ) } // namespace geos diff --git a/src/coreComponents/fileIO/Outputs/PythonOutput.hpp b/src/coreComponents/fileIO/Outputs/PythonOutput.hpp index 0e6c3cebb8..eabcea33fb 100644 --- a/src/coreComponents/fileIO/Outputs/PythonOutput.hpp +++ b/src/coreComponents/fileIO/Outputs/PythonOutput.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -75,6 +75,9 @@ class PythonOutput : public OutputBase GEOS_UNUSED_VAR( domain ); return true; } + +protected: + logInfo::OutputTimerBase const & getTimerCategory() const override; }; diff --git a/src/coreComponents/fileIO/Outputs/RestartOutput.cpp b/src/coreComponents/fileIO/Outputs/RestartOutput.cpp index 6fb7a2c6b1..b8f8e5b9f0 100644 --- a/src/coreComponents/fileIO/Outputs/RestartOutput.cpp +++ b/src/coreComponents/fileIO/Outputs/RestartOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -24,6 +24,14 @@ namespace geos using namespace dataRepository; +namespace logInfo +{ +struct RestartOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "Restart output timing"; } +}; +} + RestartOutput::RestartOutput( string const & name, Group * const parent ): OutputBase( name, parent ) @@ -41,19 +49,24 @@ bool RestartOutput::execute( real64 const GEOS_UNUSED_PARAM( time_n ), { GEOS_MARK_FUNCTION; - Group & rootGroup = this->getGroupByPath( "/Problem" ); + { + Timer timer( m_outputTimer ); - // Ignoring the eventProgress indicator for now to be compliant with the integrated test repo - // integer const eventProgressPercent = static_cast(eventProgress * 100.0); - string const fileName = GEOS_FMT( "{}_restart_{:09}", getFileNameRoot(), cycleNumber ); - - rootGroup.prepareToWrite(); - writeTree( joinPath( OutputBase::getOutputDirectory(), fileName ), *(rootGroup.getConduitNode().parent()) ); - rootGroup.finishWriting(); + Group & rootGroup = this->getGroupByPath( "/Problem" ); + string const fileName = GEOS_FMT( "{}_restart_{:09}", getFileNameRoot(), cycleNumber ); + rootGroup.prepareToWrite(); + writeTree( joinPath( OutputBase::getOutputDirectory(), fileName ), *(rootGroup.getConduitNode().parent()) ); + rootGroup.finishWriting(); + } return false; } +logInfo::OutputTimerBase const & RestartOutput::getTimerCategory() const +{ + static logInfo::RestartOutputTimer timer; + return timer; +} REGISTER_CATALOG_ENTRY( OutputBase, RestartOutput, string const &, Group * const ) } /* namespace geos */ diff --git a/src/coreComponents/fileIO/Outputs/RestartOutput.hpp b/src/coreComponents/fileIO/Outputs/RestartOutput.hpp index a2a12be781..09e336a50f 100644 --- a/src/coreComponents/fileIO/Outputs/RestartOutput.hpp +++ b/src/coreComponents/fileIO/Outputs/RestartOutput.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -78,6 +78,12 @@ class RestartOutput : public OutputBase dataRepository::ViewKey writeFEMFaces = { "writeFEMFaces" }; } viewKeys; /// @endcond + +protected: + /** + * @copydoc OutputBase::getTimerCategory + */ + logInfo::OutputTimerBase const & getTimerCategory() const override; }; diff --git a/src/coreComponents/fileIO/Outputs/SiloOutput.cpp b/src/coreComponents/fileIO/Outputs/SiloOutput.cpp index 756facc2da..6d372b59e0 100644 --- a/src/coreComponents/fileIO/Outputs/SiloOutput.cpp +++ b/src/coreComponents/fileIO/Outputs/SiloOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -28,6 +28,20 @@ namespace geos using namespace dataRepository; +namespace logInfo +{ +struct SiloOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "Silo output timing"; } +}; +} + +logInfo::OutputTimerBase const & SiloOutput::getTimerCategory() const +{ + static logInfo::SiloOutputTimer timer; + return timer; +} + SiloOutput::SiloOutput( string const & name, Group * const parent ): OutputBase( name, parent ), @@ -122,31 +136,35 @@ bool SiloOutput::execute( real64 const time_n, { GEOS_MARK_FUNCTION; - SiloFile silo; - - int const size = MpiWrapper::commSize( MPI_COMM_GEOS ); - int const rank = MpiWrapper::commRank( MPI_COMM_GEOS ); - MpiWrapper::barrier( MPI_COMM_GEOS ); - - integer const numFiles = parallelThreads() == 0 ? size : parallelThreads(); - - // TODO set this during initialization - // silo.setOutputDirectory( getGlobalState().getCommandLineOptions().outputDirectory ), - silo.setOutputDirectory( getOutputDirectory() ), - silo.setPlotLevel( m_plotLevel ); - silo.setWriteEdgeMesh( m_writeEdgeMesh ); - silo.setWriteFaceMesh( m_writeFaceMesh ); - silo.setWriteCellElementMesh( m_writeCellElementMesh ); - silo.setWriteFaceElementMesh( m_writeFaceElementMesh ); - silo.setOnlyPlotSpecifiedFieldNamesFlag( m_onlyPlotSpecifiedFieldNames ); - silo.setFieldNames( m_fieldNames.toViewConst() ); - silo.setPlotFileRoot( m_plotFileRoot ); - silo.initialize( numFiles ); - silo.waitForBatonWrite( rank, cycleNumber, eventCounter, false ); - silo.writeDomainPartition( domain, cycleNumber, time_n + dt * eventProgress, 0 ); - silo.handOffBaton(); - silo.clearEmptiesFromMultiObjects( cycleNumber ); - silo.finish(); + { + Timer timer( m_outputTimer ); + + SiloFile silo; + + int const size = MpiWrapper::commSize( MPI_COMM_GEOS ); + int const rank = MpiWrapper::commRank( MPI_COMM_GEOS ); + MpiWrapper::barrier( MPI_COMM_GEOS ); + + integer const numFiles = parallelThreads() == 0 ? size : parallelThreads(); + + // TODO set this during initialization + // silo.setOutputDirectory( getGlobalState().getCommandLineOptions().outputDirectory ), + silo.setOutputDirectory( getOutputDirectory() ), + silo.setPlotLevel( m_plotLevel ); + silo.setWriteEdgeMesh( m_writeEdgeMesh ); + silo.setWriteFaceMesh( m_writeFaceMesh ); + silo.setWriteCellElementMesh( m_writeCellElementMesh ); + silo.setWriteFaceElementMesh( m_writeFaceElementMesh ); + silo.setOnlyPlotSpecifiedFieldNamesFlag( m_onlyPlotSpecifiedFieldNames ); + silo.setFieldNames( m_fieldNames.toViewConst() ); + silo.setPlotFileRoot( m_plotFileRoot ); + silo.initialize( numFiles ); + silo.waitForBatonWrite( rank, cycleNumber, eventCounter, false ); + silo.writeDomainPartition( domain, cycleNumber, time_n + dt * eventProgress, 0 ); + silo.handOffBaton(); + silo.clearEmptiesFromMultiObjects( cycleNumber ); + silo.finish(); + } return false; } diff --git a/src/coreComponents/fileIO/Outputs/SiloOutput.hpp b/src/coreComponents/fileIO/Outputs/SiloOutput.hpp index bb3574f374..0780ef7bb2 100644 --- a/src/coreComponents/fileIO/Outputs/SiloOutput.hpp +++ b/src/coreComponents/fileIO/Outputs/SiloOutput.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -85,6 +85,12 @@ class SiloOutput : public OutputBase } siloOutputViewKeys; /// @endcond +protected: + /** + * @copydoc OutputBase::getTimerCategory + */ + logInfo::OutputTimerBase const & getTimerCategory() const override; + private: void postInputInitialization() override; diff --git a/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.cpp b/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.cpp index d01edac3dc..7f03e7cc2f 100644 --- a/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.cpp +++ b/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -25,6 +25,20 @@ namespace geos { using namespace dataRepository; +namespace logInfo +{ +struct TimeHistoryOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "Time history output timing"; } +}; +} + +logInfo::OutputTimerBase const & TimeHistoryOutput::getTimerCategory() const +{ + static logInfo::TimeHistoryOutputTimer timer; + return timer; +} + TimeHistoryOutput::TimeHistoryOutput( string const & name, Group * const parent ): OutputBase( name, parent ), @@ -166,12 +180,18 @@ bool TimeHistoryOutput::execute( real64 const GEOS_UNUSED_PARAM( time_n ), DomainPartition & GEOS_UNUSED_PARAM( domain ) ) { GEOS_MARK_FUNCTION; - localIndex newBuffered = m_io.front()->getBufferedCount( ); - for( auto & th_io : m_io ) + { - th_io->write( ); + Timer timer( m_outputTimer ); + + localIndex newBuffered = m_io.front()->getBufferedCount( ); + for( auto & th_io : m_io ) + { + th_io->write( ); + } + m_recordCount += newBuffered; } - m_recordCount += newBuffered; + return false; } diff --git a/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.hpp b/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.hpp index d7793943d9..59f129ea8d 100644 --- a/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.hpp +++ b/src/coreComponents/fileIO/Outputs/TimeHistoryOutput.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -114,6 +114,12 @@ class TimeHistoryOutput : public OutputBase virtual PyTypeObject * getPythonType() const override; #endif +protected: + /** + * @copydoc OutputBase::getTimerCategory + */ + logInfo::OutputTimerBase const & getTimerCategory() const override; + private: /** diff --git a/src/coreComponents/fileIO/Outputs/VTKOutput.cpp b/src/coreComponents/fileIO/Outputs/VTKOutput.cpp index da364d0e4d..01168c319f 100644 --- a/src/coreComponents/fileIO/Outputs/VTKOutput.cpp +++ b/src/coreComponents/fileIO/Outputs/VTKOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,7 +18,7 @@ */ #include "VTKOutput.hpp" - +#include "common/MpiWrapper.hpp" #if defined(GEOS_USE_PYGEOSX) #include "fileIO/python/PyVTKOutputType.hpp" @@ -29,6 +29,20 @@ namespace geos using namespace dataRepository; +namespace logInfo +{ +struct VTKOutputTimer : public OutputTimerBase +{ + std::string_view getDescription() const override { return "VTK output timing"; } +}; +} + +logInfo::OutputTimerBase const & VTKOutput::getTimerCategory() const +{ + static logInfo::VTKOutputTimer timer; + return timer; +} + VTKOutput::VTKOutput( string const & name, Group * const parent ): OutputBase( name, parent ), @@ -56,6 +70,11 @@ VTKOutput::VTKOutput( string const & name, setInputFlag( InputFlags::OPTIONAL ). setDescription( "Level detail plot. Only fields with lower of equal plot level will be output." ); + registerWrapper( viewKeysStruct::numberOfTargetProcesses, &m_numberOfTargetProcesses ). + setApplyDefaultValue( MpiWrapper::commSize() ). + setInputFlag( InputFlags::OPTIONAL ). + setDescription( "Number of output aggregate files to be written." ); + registerWrapper( viewKeysStruct::writeGhostCells, &m_writeGhostCells ). setApplyDefaultValue( 0 ). setInputFlag( InputFlags::OPTIONAL ). @@ -75,7 +94,7 @@ VTKOutput::VTKOutput( string const & name, registerWrapper( viewKeysStruct::fieldNames, &m_fieldNames ). setRTTypeName( rtTypes::CustomTypes::groupNameRefArray ). setInputFlag( InputFlags::OPTIONAL ). - setDescription( "Names of the fields to output. If this attribute is specified, GEOSX outputs all the fields specified by the user, regardless of their `plotLevel`" ); + setDescription( "Names of the fields to output. If this attribute is specified, GEOS outputs all the fields specified by the user, regardless of their `plotLevel`" ); registerWrapper( viewKeysStruct::levelNames, &m_levelNames ). setInputFlag( InputFlags::OPTIONAL ). @@ -102,6 +121,14 @@ void VTKOutput::postInputInitialization() m_writer.setLevelNames( m_levelNames.toViewConst() ); m_writer.setOnlyPlotSpecifiedFieldNamesFlag( m_onlyPlotSpecifiedFieldNames ); + GEOS_ERROR_IF_LT_MSG( m_numberOfTargetProcesses, 1, + GEOS_FMT( "{}: processes count cannot be less than 1.", + getWrapperDataContext( viewKeysStruct::numberOfTargetProcesses ) ) ); + GEOS_ERROR_IF_GT_MSG( m_numberOfTargetProcesses, MpiWrapper::commSize(), + GEOS_FMT( "{}: processes count cannot exceed the launched ranks count.", + getWrapperDataContext( viewKeysStruct::numberOfTargetProcesses ) ) ); + m_writer.setNumberOfTargetProcesses( m_numberOfTargetProcesses ); + string const fieldNamesString = viewKeysStruct::fieldNames; string const onlyPlotSpecifiedFieldNamesString = viewKeysStruct::onlyPlotSpecifiedFieldNames; @@ -146,14 +173,20 @@ bool VTKOutput::execute( real64 const time_n, real64 const GEOS_UNUSED_PARAM ( eventProgress ), DomainPartition & domain ) { - GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: writing {} at time {} s (cycle number {})", getName(), m_fieldNames, time_n + dt, cycleNumber )); - - m_writer.setWriteGhostCells( m_writeGhostCells ); - m_writer.setWriteFaceElementsAs3D ( m_writeFaceElementsAs3D ); - m_writer.setOutputMode( m_writeBinaryData ); - m_writer.setOutputRegionType( m_outputRegionType ); - m_writer.setPlotLevel( m_plotLevel ); - m_writer.write( time_n, cycleNumber, domain ); + GEOS_MARK_FUNCTION; + + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{}: writing {} at time {} s (cycle number {})", getName(), m_fieldNames, time_n + dt, cycleNumber )); + + { + Timer timer( m_outputTimer ); + + m_writer.setWriteGhostCells( m_writeGhostCells ); + m_writer.setWriteFaceElementsAs3D ( m_writeFaceElementsAs3D ); + m_writer.setOutputMode( m_writeBinaryData ); + m_writer.setOutputRegionType( m_outputRegionType ); + m_writer.setPlotLevel( m_plotLevel ); + m_writer.write( time_n, cycleNumber, domain ); + } return false; } diff --git a/src/coreComponents/fileIO/Outputs/VTKOutput.hpp b/src/coreComponents/fileIO/Outputs/VTKOutput.hpp index 871a649756..d4112de73b 100644 --- a/src/coreComponents/fileIO/Outputs/VTKOutput.hpp +++ b/src/coreComponents/fileIO/Outputs/VTKOutput.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -77,6 +77,9 @@ class VTKOutput : public OutputBase DomainPartition & domain ) override { execute( time_n, 0, cycleNumber, eventCounter, eventProgress, domain ); + + // Call parent class cleanup to get the timing statistics + OutputBase::cleanup( time_n, cycleNumber, eventCounter, eventProgress, domain ); } /** @@ -97,6 +100,7 @@ class VTKOutput : public OutputBase static constexpr auto onlyPlotSpecifiedFieldNames = "onlyPlotSpecifiedFieldNames"; static constexpr auto fieldNames = "fieldNames"; static constexpr auto levelNames = "levelNames"; + static constexpr auto numberOfTargetProcesses = "numberOfTargetProcesses"; } vtkOutputViewKeys; /// @endcond @@ -108,12 +112,21 @@ class VTKOutput : public OutputBase virtual PyTypeObject * getPythonType() const override; #endif +protected: + /** + * @copydoc OutputBase::getTimerCategory + */ + logInfo::OutputTimerBase const & getTimerCategory() const override; + private: string m_plotFileRoot; integer m_writeFaceMesh; integer m_plotLevel; + /// Aggregate output data to be written + integer m_numberOfTargetProcesses; + /// Should the vtk files contain the ghost cells or not. integer m_writeGhostCells; diff --git a/src/coreComponents/fileIO/coupling/ChomboCoupler.cpp b/src/coreComponents/fileIO/coupling/ChomboCoupler.cpp index 34761acb4a..75ebd8f701 100644 --- a/src/coreComponents/fileIO/coupling/ChomboCoupler.cpp +++ b/src/coreComponents/fileIO/coupling/ChomboCoupler.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/coupling/ChomboCoupler.hpp b/src/coreComponents/fileIO/coupling/ChomboCoupler.hpp index 357ca59f8d..a2d839576d 100644 --- a/src/coreComponents/fileIO/coupling/ChomboCoupler.hpp +++ b/src/coreComponents/fileIO/coupling/ChomboCoupler.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/python/PyHistoryCollection.cpp b/src/coreComponents/fileIO/python/PyHistoryCollection.cpp index 6c844ad87d..5f65e62966 100644 --- a/src/coreComponents/fileIO/python/PyHistoryCollection.cpp +++ b/src/coreComponents/fileIO/python/PyHistoryCollection.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/python/PyHistoryCollectionType.hpp b/src/coreComponents/fileIO/python/PyHistoryCollectionType.hpp index 6d8f4c5abe..5e7af98e49 100644 --- a/src/coreComponents/fileIO/python/PyHistoryCollectionType.hpp +++ b/src/coreComponents/fileIO/python/PyHistoryCollectionType.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/python/PyHistoryOutput.cpp b/src/coreComponents/fileIO/python/PyHistoryOutput.cpp index 689aaf7517..5da919b192 100644 --- a/src/coreComponents/fileIO/python/PyHistoryOutput.cpp +++ b/src/coreComponents/fileIO/python/PyHistoryOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/python/PyHistoryOutputType.hpp b/src/coreComponents/fileIO/python/PyHistoryOutputType.hpp index 9b1ba1fd94..ac8f382d4d 100644 --- a/src/coreComponents/fileIO/python/PyHistoryOutputType.hpp +++ b/src/coreComponents/fileIO/python/PyHistoryOutputType.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/python/PyVTKOutput.cpp b/src/coreComponents/fileIO/python/PyVTKOutput.cpp index cfdc269be0..496fe11634 100644 --- a/src/coreComponents/fileIO/python/PyVTKOutput.cpp +++ b/src/coreComponents/fileIO/python/PyVTKOutput.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/python/PyVTKOutputType.hpp b/src/coreComponents/fileIO/python/PyVTKOutputType.hpp index 10ea1e1bcf..4c58691e99 100644 --- a/src/coreComponents/fileIO/python/PyVTKOutputType.hpp +++ b/src/coreComponents/fileIO/python/PyVTKOutputType.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/silo/SiloFile.cpp b/src/coreComponents/fileIO/silo/SiloFile.cpp index 861839fe57..7c5b6b1fa1 100644 --- a/src/coreComponents/fileIO/silo/SiloFile.cpp +++ b/src/coreComponents/fileIO/silo/SiloFile.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/silo/SiloFile.hpp b/src/coreComponents/fileIO/silo/SiloFile.hpp index 5f7e0dd946..e05904b6ac 100644 --- a/src/coreComponents/fileIO/silo/SiloFile.hpp +++ b/src/coreComponents/fileIO/silo/SiloFile.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/BufferedHistoryIO.hpp b/src/coreComponents/fileIO/timeHistory/BufferedHistoryIO.hpp index 3207f296ae..a54b81790b 100644 --- a/src/coreComponents/fileIO/timeHistory/BufferedHistoryIO.hpp +++ b/src/coreComponents/fileIO/timeHistory/BufferedHistoryIO.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HDFFile.cpp b/src/coreComponents/fileIO/timeHistory/HDFFile.cpp index 1ed8e6be17..b88767d6ec 100644 --- a/src/coreComponents/fileIO/timeHistory/HDFFile.cpp +++ b/src/coreComponents/fileIO/timeHistory/HDFFile.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HDFFile.hpp b/src/coreComponents/fileIO/timeHistory/HDFFile.hpp index 7e428c4ce7..f2ab635809 100644 --- a/src/coreComponents/fileIO/timeHistory/HDFFile.hpp +++ b/src/coreComponents/fileIO/timeHistory/HDFFile.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.cpp b/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.cpp index 813ea0ad33..24ae0ddddf 100644 --- a/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.cpp +++ b/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.hpp b/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.hpp index 043d065830..8de982b5d2 100644 --- a/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.hpp +++ b/src/coreComponents/fileIO/timeHistory/HDFHistoryIO.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HistoryCollection.hpp b/src/coreComponents/fileIO/timeHistory/HistoryCollection.hpp index 2965e631b1..de2a68f3ac 100644 --- a/src/coreComponents/fileIO/timeHistory/HistoryCollection.hpp +++ b/src/coreComponents/fileIO/timeHistory/HistoryCollection.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.cpp b/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.cpp index b08471a694..3fc95d6c82 100644 --- a/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.cpp +++ b/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.hpp b/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.hpp index cc367e8fa5..ef30cf21b5 100644 --- a/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.hpp +++ b/src/coreComponents/fileIO/timeHistory/HistoryCollectionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/PackCollection.cpp b/src/coreComponents/fileIO/timeHistory/PackCollection.cpp index ee2822d3f6..746d26ce24 100644 --- a/src/coreComponents/fileIO/timeHistory/PackCollection.cpp +++ b/src/coreComponents/fileIO/timeHistory/PackCollection.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/timeHistory/PackCollection.hpp b/src/coreComponents/fileIO/timeHistory/PackCollection.hpp index a39b2d2fac..468bc5ecb6 100644 --- a/src/coreComponents/fileIO/timeHistory/PackCollection.hpp +++ b/src/coreComponents/fileIO/timeHistory/PackCollection.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/vtk/VTKPVDWriter.cpp b/src/coreComponents/fileIO/vtk/VTKPVDWriter.cpp index 1efb816a35..f928e64097 100644 --- a/src/coreComponents/fileIO/vtk/VTKPVDWriter.cpp +++ b/src/coreComponents/fileIO/vtk/VTKPVDWriter.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/vtk/VTKPVDWriter.hpp b/src/coreComponents/fileIO/vtk/VTKPVDWriter.hpp index e0a43121be..756a6fa03d 100644 --- a/src/coreComponents/fileIO/vtk/VTKPVDWriter.hpp +++ b/src/coreComponents/fileIO/vtk/VTKPVDWriter.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.cpp b/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.cpp index be65508921..fbd36b2b16 100644 --- a/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.cpp +++ b/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,11 +33,14 @@ #include #include #include - +#include // System includes #include #include +#include "mesh/generators/VTKUtilities.hpp" + + namespace geos { @@ -1041,7 +1044,7 @@ void VTKPolyDataWriterInterface::writeElementFields( ElementRegionBase const & r void VTKPolyDataWriterInterface::writeCellElementRegions( real64 const time, ElementRegionManager const & elemManager, NodeManager const & nodeManager, - string const & path ) const + string const & path ) { elemManager.forElementRegions< CellElementRegion >( [&]( CellElementRegion const & region ) { @@ -1055,15 +1058,13 @@ void VTKPolyDataWriterInterface::writeCellElementRegions( real64 const time, writeTimestamp( ug.GetPointer(), time ); writeElementFields( region, ug->GetCellData() ); writeNodeFields( nodeManager, VTKCells.nodes, ug->GetPointData() ); - - string const regionDir = joinPath( path, region.getName() ); - writeUnstructuredGrid( regionDir, ug.GetPointer() ); + writeUnstructuredGrid( path, region, ug.GetPointer() ); } ); } void VTKPolyDataWriterInterface::writeParticleRegions( real64 const time, ParticleManager const & particleManager, - string const & path ) const + string const & path ) { particleManager.forParticleRegions< ParticleRegion >( [&]( ParticleRegion const & region ) { @@ -1077,15 +1078,14 @@ void VTKPolyDataWriterInterface::writeParticleRegions( real64 const time, writeTimestamp( ug.GetPointer(), time ); writeParticleFields( region, ug->GetCellData() ); - string const regionDir = joinPath( path, region.getName() ); - writeUnstructuredGrid( regionDir, ug.GetPointer() ); + writeUnstructuredGrid( path, region, ug.GetPointer() ); } ); } void VTKPolyDataWriterInterface::writeWellElementRegions( real64 const time, ElementRegionManager const & elemManager, NodeManager const & nodeManager, - string const & path ) const + string const & path ) { elemManager.forElementRegions< WellElementRegion >( [&]( WellElementRegion const & region ) { @@ -1098,9 +1098,7 @@ void VTKPolyDataWriterInterface::writeWellElementRegions( real64 const time, writeTimestamp( ug.GetPointer(), time ); writeElementFields( region, ug->GetCellData() ); - - string const regionDir = joinPath( path, region.getName() ); - writeUnstructuredGrid( regionDir, ug.GetPointer() ); + writeUnstructuredGrid( path, region, ug.GetPointer() ); } ); } @@ -1109,7 +1107,7 @@ void VTKPolyDataWriterInterface::writeSurfaceElementRegions( real64 const time, NodeManager const & nodeManager, EmbeddedSurfaceNodeManager const & embSurfNodeManager, FaceManager const & faceManager, - string const & path ) const + string const & path ) { elemManager.forElementRegions< SurfaceElementRegion >( [&]( SurfaceElementRegion const & region ) { @@ -1140,9 +1138,7 @@ void VTKPolyDataWriterInterface::writeSurfaceElementRegions( real64 const time, writeTimestamp( ug.GetPointer(), time ); writeElementFields( region, ug->GetCellData() ); - - string const regionDir = joinPath( path, region.getName() ); - writeUnstructuredGrid( regionDir, ug.GetPointer() ); + writeUnstructuredGrid( path, region, ug.GetPointer() ); } ); } @@ -1188,13 +1184,11 @@ void VTKPolyDataWriterInterface::writeVtmFile( integer const cycle, string const meshPath = joinPath( getCycleSubFolder( cycle ), meshBodyName, meshLevelName ); - int const mpiSize = MpiWrapper::commSize(); - auto addElementRegion = [&]( ElementRegionBase const & region ) { std::vector< string > const blockPath{ meshBody.getName(), meshLevel.getName(), region.getCatalogName(), region.getName() }; string const regionPath = joinPath( meshPath, region.getName() ); - for( int i = 0; i < mpiSize; i++ ) + for( const auto & i : m_targetProcessesId.at( region.getName()) ) { string const dataSetName = getRankFileName( i ); string const dataSetFile = joinPath( regionPath, dataSetName + ".vtu" ); @@ -1207,7 +1201,7 @@ void VTKPolyDataWriterInterface::writeVtmFile( integer const cycle, string const & regionName = region.getName(); std::vector< string > const blockPath{ meshBodyName, meshLevelName, region.getCatalogName(), regionName }; string const regionPath = joinPath( meshPath, regionName ); - for( int i = 0; i < mpiSize; i++ ) + for( const auto & i : m_targetProcessesId.at( region.getName()) ) { string const dataSetName = getRankFileName( i ); string const dataSetFile = joinPath( regionPath, dataSetName + ".vtu" ); @@ -1256,8 +1250,11 @@ int toVtkOutputMode( VTKOutputMode const mode ) } void VTKPolyDataWriterInterface::writeUnstructuredGrid( string const & path, - vtkUnstructuredGrid * ug ) const + ObjectManagerBase const & region, + vtkUnstructuredGrid * ug ) { + string const regionDir = joinPath( path, region.getName() ); + vtkSmartPointer< vtkAlgorithm > filter; // If we want to get rid of the ghost ranks, we use the appropriate `vtkThreshold` filter. @@ -1279,15 +1276,51 @@ void VTKPolyDataWriterInterface::writeUnstructuredGrid( string const & path, } filter->SetInputDataObject( ug ); - filter->Update(); - - makeDirectory( path ); - string const vtuFilePath = joinPath( path, getRankFileName( MpiWrapper::commRank() ) + ".vtu" ); - auto const vtuWriter = vtkSmartPointer< vtkXMLUnstructuredGridWriter >::New(); - vtuWriter->SetInputData( filter->GetOutputDataObject( 0 ) ); - vtuWriter->SetFileName( vtuFilePath.c_str() ); - vtuWriter->SetDataMode( toVtkOutputMode( m_outputMode ) ); - vtuWriter->Write(); + + vtkSmartPointer< vtkMultiProcessController > controller = vtk::getController(); + vtkMultiProcessController::SetGlobalController( controller ); + + // In case of m_numberOfTargetProcesses == GetNumberOfProcesses the filter returns a shallow copy + // The behavior is the same as previously in this case. The rank number is computed instead of implicitly written + vtkNew< vtkAggregateDataSetFilter > aggregate; + aggregate->SetInputConnection( filter->GetOutputPort()); + aggregate->SetNumberOfTargetProcesses( m_numberOfTargetProcesses ); + aggregate->SetMergePoints( false ); + aggregate->Update(); + + int localCommRank = -1; + if( vtkDataSet::SafeDownCast( aggregate->GetOutput())->GetNumberOfPoints() != 0 ) + { + localCommRank = MpiWrapper::commRank(); + makeDirectory( regionDir ); + string const vtuFilePath = joinPath( regionDir, getRankFileName( localCommRank ) + ".vtu" ); + auto const vtuWriter = vtkSmartPointer< vtkXMLUnstructuredGridWriter >::New(); + vtuWriter->SetInputData( aggregate->GetOutput() ); + vtuWriter->SetFileName( vtuFilePath.c_str() ); + vtuWriter->SetDataMode( toVtkOutputMode( m_outputMode ) ); + vtuWriter->Write(); + } + + const int size = MpiWrapper::commSize( MPI_COMM_GEOS ); + std::vector< int > globalValues( size ); + + // Everything is done on rank 0 + MpiWrapper::gather( &localCommRank, + 1, + globalValues.data(), + 1, + 0, + MPI_COMM_GEOS ); + + if( MpiWrapper::commRank() == 0 ) + { + // any rank that does not hold data will not participate in the output + globalValues.erase( std::remove_if( globalValues.begin(), + globalValues.end(), + []( int x ) { return x == -1; } ), + globalValues.end()); + m_targetProcessesId[region.getName()] = globalValues; + } } void VTKPolyDataWriterInterface::write( real64 const time, diff --git a/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.hpp b/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.hpp index 77c6b90e8a..c44ca64347 100644 --- a/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.hpp +++ b/src/coreComponents/fileIO/vtk/VTKPolyDataWriterInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -17,6 +17,7 @@ #define GEOS_FILEIO_VTK_VTKPOLYDATAWRITERINTERFACE_HPP_ #include "common/DataTypes.hpp" +#include "mesh/ObjectManagerBase.hpp" #include "dataRepository/WrapperBase.hpp" #include "dataRepository/Wrapper.hpp" #include "fileIO/vtk/VTKPVDWriter.hpp" @@ -167,6 +168,14 @@ class VTKPolyDataWriterInterface { m_levelNames.insert( levelNames.begin(), levelNames.end() ); } + /** + * @brief Set the Number Of Target Processes + * @param[in] numberOfTargetProcesses the number of processes + */ + void setNumberOfTargetProcesses( integer const numberOfTargetProcesses ) + { + m_numberOfTargetProcesses = numberOfTargetProcesses; + } /** * @brief Main method of this class. Write all the files for one time step. @@ -210,7 +219,7 @@ class VTKPolyDataWriterInterface void clearData(); -private: +protected: /** * @brief Check if plotting is enabled for this field @@ -223,33 +232,38 @@ class VTKPolyDataWriterInterface * @brief Writes the files for all the CellElementRegions. * @details There will be one file written per CellElementRegion and per rank. * @param[in] time the time-step - * @param[in] cycle the current cycle number * @param[in] elemManager the ElementRegionManager containing the CellElementRegions to be output * @param[in] nodeManager the NodeManager containing the nodes of the domain to be output - * @param[in] meshLevelName the name of the MeshLevel containing the nodes and elements to be output - * @param[in] meshBodyName the name of the MeshBody containing the nodes and elements to be output + * @param[in] path the path to the file to output */ void writeCellElementRegions( real64 time, ElementRegionManager const & elemManager, NodeManager const & nodeManager, - string const & path ) const; - - void writeParticleRegions( real64 const time, - ParticleManager const & particleManager, - string const & path ) const; + string const & path ); /** * @brief Writes the files containing the well representation * @details There will be one file written per WellElementRegion and per rank * @param[in] time the time-step - * @param[in] cycle the current cycle number * @param[in] elemManager the ElementRegionManager containing the WellElementRegions to be output * @param[in] nodeManager the NodeManager containing the nodes of the domain to be output + * @param[in] path The path to the file to output */ void writeWellElementRegions( real64 time, ElementRegionManager const & elemManager, NodeManager const & nodeManager, - string const & path ) const; + string const & path ); + + /** + * @brief Writes the files containing the particle representation + * @details There will be one file written per ParticleRegion and per rank + * @param[in] time the time-step + * @param[in] particleManager the ParticleManager containing the ParticleRegions to be output + * @param[in] path the root path where the mesh will be written + */ + void writeParticleRegions( real64 const time, + ParticleManager const & particleManager, + string const & path ); /** * @brief Writes the files containing the faces elements @@ -266,16 +280,15 @@ class VTKPolyDataWriterInterface NodeManager const & nodeManager, EmbeddedSurfaceNodeManager const & embSurfNodeManager, FaceManager const & faceManager, - string const & path ) const; + string const & path ); /** * @brief Writes a VTM file for the time-step \p time. * @details a VTM file is a VTK Multiblock file. It contains relative path to different files organized in blocks. * @param[in] cycle the current cycle number - * @param[in] elemManager the ElementRegionManager containing all the regions to be output and referred to in the VTM file + * @param[in] domain the DomainPartition containing all the regions to be output and referred to in the VTM file * @param[in] vtmWriter a writer specialized for the VTM file format */ - void writeVtmFile( integer const cycle, DomainPartition const & domain, VTKVTMWriter const & vtmWriter ) const; @@ -297,6 +310,11 @@ class VTKPolyDataWriterInterface void writeElementFields( ElementRegionBase const & subRegion, vtkCellData * cellData ) const; + /** + * @brief Writes all the fields associated to the elements of \p region if their plotlevel is <= m_plotLevel + * @param[in] region ParticleRegion being written + * @param[in] cellData a VTK object containing all the fields associated with the elements + */ void writeParticleFields( ParticleRegionBase const & region, vtkCellData * cellData ) const; @@ -305,13 +323,15 @@ class VTKPolyDataWriterInterface * @details The unstructured grid is the last element in the hierarchy of the output, * it contains the cells connectivities and the vertices coordinates as long as the * data fields associated with it - * @param[in] ug a VTK SmartPointer to the VTK unstructured grid. * @param[in] path directory path for the grid file + * @param[in] region ElementRegionBase beeing written + * @param[in] ug a VTK SmartPointer to the VTK unstructured grid. */ void writeUnstructuredGrid( string const & path, - vtkUnstructuredGrid * ug ) const; + ObjectManagerBase const & region, + vtkUnstructuredGrid * ug ); -private: +protected: /// Output directory name string m_outputDir; @@ -352,6 +372,12 @@ class VTKPolyDataWriterInterface /// Defines whether to plot a faceElement as a 3D volumetric element or not. bool m_writeFaceElementsAs3D; + + /// Number of target processes to aggregate the data to be written + integer m_numberOfTargetProcesses; + + /// Map a region name to the array of ranks outputed for it + std::map< string, std::vector< integer > > m_targetProcessesId; }; } // namespace vtk diff --git a/src/coreComponents/fileIO/vtk/VTKVTMWriter.cpp b/src/coreComponents/fileIO/vtk/VTKVTMWriter.cpp index 8e9b86eff9..2f4bfe41c1 100644 --- a/src/coreComponents/fileIO/vtk/VTKVTMWriter.cpp +++ b/src/coreComponents/fileIO/vtk/VTKVTMWriter.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/fileIO/vtk/VTKVTMWriter.hpp b/src/coreComponents/fileIO/vtk/VTKVTMWriter.hpp index 23199ab7b9..45a8d52dea 100644 --- a/src/coreComponents/fileIO/vtk/VTKVTMWriter.hpp +++ b/src/coreComponents/fileIO/vtk/VTKVTMWriter.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/BilinearFormUtilities.hpp b/src/coreComponents/finiteElement/BilinearFormUtilities.hpp index 28128c26be..a268c2db76 100644 --- a/src/coreComponents/finiteElement/BilinearFormUtilities.hpp +++ b/src/coreComponents/finiteElement/BilinearFormUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/CMakeLists.txt b/src/coreComponents/finiteElement/CMakeLists.txt index 3343eb5325..1fd77c86b1 100644 --- a/src/coreComponents/finiteElement/CMakeLists.txt +++ b/src/coreComponents/finiteElement/CMakeLists.txt @@ -1,3 +1,22 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: finiteElement + +Contains the interface and implementation of finite element formulations. +#]] + # # Specify all headers # diff --git a/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.cpp b/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.cpp index 87611b8ce0..31f6c6504e 100644 --- a/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.cpp +++ b/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.h b/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.h index 5e31aea441..ea634ecf95 100644 --- a/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.h +++ b/src/coreComponents/finiteElement/ElementLibrary_depricated/SpecializedFormulations/UniformStrainHexahedron.h @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/FiniteElementDiscretization.cpp b/src/coreComponents/finiteElement/FiniteElementDiscretization.cpp index 92e1306439..85f18da5ef 100644 --- a/src/coreComponents/finiteElement/FiniteElementDiscretization.cpp +++ b/src/coreComponents/finiteElement/FiniteElementDiscretization.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/FiniteElementDiscretization.hpp b/src/coreComponents/finiteElement/FiniteElementDiscretization.hpp index 55f3e7f744..0ee428550a 100644 --- a/src/coreComponents/finiteElement/FiniteElementDiscretization.hpp +++ b/src/coreComponents/finiteElement/FiniteElementDiscretization.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.cpp b/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.cpp index fe7a1d668c..8bd43f0cda 100644 --- a/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.cpp +++ b/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -40,6 +40,7 @@ FiniteElementDiscretizationManager::~FiniteElementDiscretizationManager() Group * FiniteElementDiscretizationManager::createChild( string const & childKey, string const & childName ) { // These objects should probably not be registered on managed group... + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< Group > fem = Group::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup( childName, std::move( fem ) ); } diff --git a/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.hpp b/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.hpp index 0f4b49edf4..e82a8b9924 100644 --- a/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.hpp +++ b/src/coreComponents/finiteElement/FiniteElementDiscretizationManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/FiniteElementDispatch.hpp b/src/coreComponents/finiteElement/FiniteElementDispatch.hpp index 7190acbfd4..5db1789d6e 100644 --- a/src/coreComponents/finiteElement/FiniteElementDispatch.hpp +++ b/src/coreComponents/finiteElement/FiniteElementDispatch.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/Kinematics.h b/src/coreComponents/finiteElement/Kinematics.h index c4350cb9cd..9cc8bed31c 100644 --- a/src/coreComponents/finiteElement/Kinematics.h +++ b/src/coreComponents/finiteElement/Kinematics.h @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/LinearFormUtilities.hpp b/src/coreComponents/finiteElement/LinearFormUtilities.hpp index 90153e8657..678725c1ad 100644 --- a/src/coreComponents/finiteElement/LinearFormUtilities.hpp +++ b/src/coreComponents/finiteElement/LinearFormUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/PDEUtilities.hpp b/src/coreComponents/finiteElement/PDEUtilities.hpp index e060d4d339..a7f958ae17 100644 --- a/src/coreComponents/finiteElement/PDEUtilities.hpp +++ b/src/coreComponents/finiteElement/PDEUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1.hpp b/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1.hpp index b796efa611..3486004d76 100644 --- a/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1_impl.hpp b/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1_impl.hpp index 976858220d..932603a3b9 100644 --- a/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1_impl.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/ConformingVirtualElementOrder1_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/FiniteElementBase.hpp b/src/coreComponents/finiteElement/elementFormulations/FiniteElementBase.hpp index 4ea49bb651..10f246bd49 100644 --- a/src/coreComponents/finiteElement/elementFormulations/FiniteElementBase.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/FiniteElementBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/H1_Hexahedron_Lagrange1_GaussLegendre2.hpp b/src/coreComponents/finiteElement/elementFormulations/H1_Hexahedron_Lagrange1_GaussLegendre2.hpp index 58a685beda..0b164a174c 100644 --- a/src/coreComponents/finiteElement/elementFormulations/H1_Hexahedron_Lagrange1_GaussLegendre2.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/H1_Hexahedron_Lagrange1_GaussLegendre2.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/H1_Pyramid_Lagrange1_Gauss5.hpp b/src/coreComponents/finiteElement/elementFormulations/H1_Pyramid_Lagrange1_Gauss5.hpp index da69a72a19..3f89788e48 100644 --- a/src/coreComponents/finiteElement/elementFormulations/H1_Pyramid_Lagrange1_Gauss5.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/H1_Pyramid_Lagrange1_Gauss5.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/H1_QuadrilateralFace_Lagrange1_GaussLegendre2.hpp b/src/coreComponents/finiteElement/elementFormulations/H1_QuadrilateralFace_Lagrange1_GaussLegendre2.hpp index 71a7202597..6aa3001b29 100644 --- a/src/coreComponents/finiteElement/elementFormulations/H1_QuadrilateralFace_Lagrange1_GaussLegendre2.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/H1_QuadrilateralFace_Lagrange1_GaussLegendre2.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/H1_Tetrahedron_Lagrange1_Gauss1.hpp b/src/coreComponents/finiteElement/elementFormulations/H1_Tetrahedron_Lagrange1_Gauss1.hpp index 8ab7b85b24..0750d7a196 100644 --- a/src/coreComponents/finiteElement/elementFormulations/H1_Tetrahedron_Lagrange1_Gauss1.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/H1_Tetrahedron_Lagrange1_Gauss1.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/H1_TriangleFace_Lagrange1_Gauss1.hpp b/src/coreComponents/finiteElement/elementFormulations/H1_TriangleFace_Lagrange1_Gauss1.hpp index 47ed48f9b3..9d87f88939 100644 --- a/src/coreComponents/finiteElement/elementFormulations/H1_TriangleFace_Lagrange1_Gauss1.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/H1_TriangleFace_Lagrange1_Gauss1.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/H1_Wedge_Lagrange1_Gauss6.hpp b/src/coreComponents/finiteElement/elementFormulations/H1_Wedge_Lagrange1_Gauss6.hpp index f74a297929..3afcee034f 100644 --- a/src/coreComponents/finiteElement/elementFormulations/H1_Wedge_Lagrange1_Gauss6.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/H1_Wedge_Lagrange1_Gauss6.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis1.hpp b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis1.hpp index 2ea2d584a7..b3ef7f24b1 100644 --- a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis1.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis1.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis2.hpp b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis2.hpp index 24e04d4f77..3b577ef228 100644 --- a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis2.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis2.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis3GL.hpp b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis3GL.hpp index b3022db5c3..104367a2ea 100644 --- a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis3GL.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis3GL.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis4GL.hpp b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis4GL.hpp index 2562fdb169..ff7efc7ffa 100644 --- a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis4GL.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis4GL.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis5GL.hpp b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis5GL.hpp index fa3fd99be0..e8fadab6f5 100644 --- a/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis5GL.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/LagrangeBasis5GL.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/elementFormulations/Qk_Hexahedron_Lagrange_GaussLobatto.hpp b/src/coreComponents/finiteElement/elementFormulations/Qk_Hexahedron_Lagrange_GaussLobatto.hpp index 2290c28456..25a3f6c778 100644 --- a/src/coreComponents/finiteElement/elementFormulations/Qk_Hexahedron_Lagrange_GaussLobatto.hpp +++ b/src/coreComponents/finiteElement/elementFormulations/Qk_Hexahedron_Lagrange_GaussLobatto.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/kernelInterface/ImplicitKernelBase.hpp b/src/coreComponents/finiteElement/kernelInterface/ImplicitKernelBase.hpp index 05aff84961..8e86d076e6 100644 --- a/src/coreComponents/finiteElement/kernelInterface/ImplicitKernelBase.hpp +++ b/src/coreComponents/finiteElement/kernelInterface/ImplicitKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/kernelInterface/InterfaceKernelBase.hpp b/src/coreComponents/finiteElement/kernelInterface/InterfaceKernelBase.hpp index 2d7799380c..5315b8451a 100644 --- a/src/coreComponents/finiteElement/kernelInterface/InterfaceKernelBase.hpp +++ b/src/coreComponents/finiteElement/kernelInterface/InterfaceKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/kernelInterface/KernelBase.hpp b/src/coreComponents/finiteElement/kernelInterface/KernelBase.hpp index eaa4f66a1c..d759430485 100644 --- a/src/coreComponents/finiteElement/kernelInterface/KernelBase.hpp +++ b/src/coreComponents/finiteElement/kernelInterface/KernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/kernelInterface/SparsityKernelBase.hpp b/src/coreComponents/finiteElement/kernelInterface/SparsityKernelBase.hpp index cf16647a23..cc1abe0e1f 100644 --- a/src/coreComponents/finiteElement/kernelInterface/SparsityKernelBase.hpp +++ b/src/coreComponents/finiteElement/kernelInterface/SparsityKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testFiniteElementBase.cpp b/src/coreComponents/finiteElement/unitTests/testFiniteElementBase.cpp index 463c1a10ea..b6e3c1f461 100644 --- a/src/coreComponents/finiteElement/unitTests/testFiniteElementBase.cpp +++ b/src/coreComponents/finiteElement/unitTests/testFiniteElementBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testFiniteElementHelpers.hpp b/src/coreComponents/finiteElement/unitTests/testFiniteElementHelpers.hpp index c996e7d2d5..d59d26bc79 100644 --- a/src/coreComponents/finiteElement/unitTests/testFiniteElementHelpers.hpp +++ b/src/coreComponents/finiteElement/unitTests/testFiniteElementHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testH1_Hexahedron_Lagrange1_GaussLegendre2.cpp b/src/coreComponents/finiteElement/unitTests/testH1_Hexahedron_Lagrange1_GaussLegendre2.cpp index fcee7b2012..f84126503f 100644 --- a/src/coreComponents/finiteElement/unitTests/testH1_Hexahedron_Lagrange1_GaussLegendre2.cpp +++ b/src/coreComponents/finiteElement/unitTests/testH1_Hexahedron_Lagrange1_GaussLegendre2.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testH1_Pyramid_Lagrange1_Gauss5.cpp b/src/coreComponents/finiteElement/unitTests/testH1_Pyramid_Lagrange1_Gauss5.cpp index dd0312ffb6..2b0226a152 100644 --- a/src/coreComponents/finiteElement/unitTests/testH1_Pyramid_Lagrange1_Gauss5.cpp +++ b/src/coreComponents/finiteElement/unitTests/testH1_Pyramid_Lagrange1_Gauss5.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testH1_QuadrilateralFace_Lagrange1_GaussLegendre2.cpp b/src/coreComponents/finiteElement/unitTests/testH1_QuadrilateralFace_Lagrange1_GaussLegendre2.cpp index 59a7381d16..327b7a51a7 100644 --- a/src/coreComponents/finiteElement/unitTests/testH1_QuadrilateralFace_Lagrange1_GaussLegendre2.cpp +++ b/src/coreComponents/finiteElement/unitTests/testH1_QuadrilateralFace_Lagrange1_GaussLegendre2.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testH1_Tetrahedron_Lagrange1_Gauss1.cpp b/src/coreComponents/finiteElement/unitTests/testH1_Tetrahedron_Lagrange1_Gauss1.cpp index 17def32ab9..6ff8c6ee6e 100644 --- a/src/coreComponents/finiteElement/unitTests/testH1_Tetrahedron_Lagrange1_Gauss1.cpp +++ b/src/coreComponents/finiteElement/unitTests/testH1_Tetrahedron_Lagrange1_Gauss1.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testH1_TriangleFace_Lagrange1_Gauss1.cpp b/src/coreComponents/finiteElement/unitTests/testH1_TriangleFace_Lagrange1_Gauss1.cpp index b30208893b..058e20d2db 100644 --- a/src/coreComponents/finiteElement/unitTests/testH1_TriangleFace_Lagrange1_Gauss1.cpp +++ b/src/coreComponents/finiteElement/unitTests/testH1_TriangleFace_Lagrange1_Gauss1.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testH1_Wedge_Lagrange1_Gauss6.cpp b/src/coreComponents/finiteElement/unitTests/testH1_Wedge_Lagrange1_Gauss6.cpp index cacbd99584..7951af09a7 100644 --- a/src/coreComponents/finiteElement/unitTests/testH1_Wedge_Lagrange1_Gauss6.cpp +++ b/src/coreComponents/finiteElement/unitTests/testH1_Wedge_Lagrange1_Gauss6.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testQ3_Hexahedron_Lagrange_GaussLobatto.cpp b/src/coreComponents/finiteElement/unitTests/testQ3_Hexahedron_Lagrange_GaussLobatto.cpp index 74ce89005b..b204cc9baa 100644 --- a/src/coreComponents/finiteElement/unitTests/testQ3_Hexahedron_Lagrange_GaussLobatto.cpp +++ b/src/coreComponents/finiteElement/unitTests/testQ3_Hexahedron_Lagrange_GaussLobatto.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteElement/unitTests/testQ5_Hexahedron_Lagrange_GaussLobatto.cpp b/src/coreComponents/finiteElement/unitTests/testQ5_Hexahedron_Lagrange_GaussLobatto.cpp index 11da6407f4..2e74a035da 100644 --- a/src/coreComponents/finiteElement/unitTests/testQ5_Hexahedron_Lagrange_GaussLobatto.cpp +++ b/src/coreComponents/finiteElement/unitTests/testQ5_Hexahedron_Lagrange_GaussLobatto.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/BoundaryStencil.cpp b/src/coreComponents/finiteVolume/BoundaryStencil.cpp index 5d08b26511..d2bb993141 100644 --- a/src/coreComponents/finiteVolume/BoundaryStencil.cpp +++ b/src/coreComponents/finiteVolume/BoundaryStencil.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/BoundaryStencil.hpp b/src/coreComponents/finiteVolume/BoundaryStencil.hpp index f6f1a40b96..137bd6692a 100644 --- a/src/coreComponents/finiteVolume/BoundaryStencil.hpp +++ b/src/coreComponents/finiteVolume/BoundaryStencil.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/CMakeLists.txt b/src/coreComponents/finiteVolume/CMakeLists.txt index 39dd445044..77aa911233 100644 --- a/src/coreComponents/finiteVolume/CMakeLists.txt +++ b/src/coreComponents/finiteVolume/CMakeLists.txt @@ -1,3 +1,23 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: finiteVolume + +Implementation and access to finite volume method. The main data structures of this package are + the stencils: connection values at the interfaces of the volume elements. +#]] + # # Specify all headers # diff --git a/src/coreComponents/finiteVolume/CellElementStencilMPFA.cpp b/src/coreComponents/finiteVolume/CellElementStencilMPFA.cpp index 7bc34a70fb..1f9556667f 100644 --- a/src/coreComponents/finiteVolume/CellElementStencilMPFA.cpp +++ b/src/coreComponents/finiteVolume/CellElementStencilMPFA.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/CellElementStencilMPFA.hpp b/src/coreComponents/finiteVolume/CellElementStencilMPFA.hpp index 7a68580460..296db38ad8 100644 --- a/src/coreComponents/finiteVolume/CellElementStencilMPFA.hpp +++ b/src/coreComponents/finiteVolume/CellElementStencilMPFA.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/CellElementStencilTPFA.cpp b/src/coreComponents/finiteVolume/CellElementStencilTPFA.cpp index 5464447494..d95969e7a4 100644 --- a/src/coreComponents/finiteVolume/CellElementStencilTPFA.cpp +++ b/src/coreComponents/finiteVolume/CellElementStencilTPFA.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/CellElementStencilTPFA.hpp b/src/coreComponents/finiteVolume/CellElementStencilTPFA.hpp index dcbe5850ce..88fa3bb2b2 100644 --- a/src/coreComponents/finiteVolume/CellElementStencilTPFA.hpp +++ b/src/coreComponents/finiteVolume/CellElementStencilTPFA.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.cpp b/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.cpp index 199767e948..3fe641696e 100644 --- a/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.cpp +++ b/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.hpp b/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.hpp index 511d4601a1..7f9c156236 100644 --- a/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.hpp +++ b/src/coreComponents/finiteVolume/EmbeddedSurfaceToCellStencil.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/FaceElementToCellStencil.cpp b/src/coreComponents/finiteVolume/FaceElementToCellStencil.cpp index a032dcb9c6..df56d0db33 100644 --- a/src/coreComponents/finiteVolume/FaceElementToCellStencil.cpp +++ b/src/coreComponents/finiteVolume/FaceElementToCellStencil.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/FaceElementToCellStencil.hpp b/src/coreComponents/finiteVolume/FaceElementToCellStencil.hpp index 2654d3d9f9..3b970bd8b2 100644 --- a/src/coreComponents/finiteVolume/FaceElementToCellStencil.hpp +++ b/src/coreComponents/finiteVolume/FaceElementToCellStencil.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/FiniteVolumeManager.cpp b/src/coreComponents/finiteVolume/FiniteVolumeManager.cpp index 7c1bb14118..500d1da5ec 100644 --- a/src/coreComponents/finiteVolume/FiniteVolumeManager.cpp +++ b/src/coreComponents/finiteVolume/FiniteVolumeManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -42,6 +42,7 @@ FiniteVolumeManager::~FiniteVolumeManager() Group * FiniteVolumeManager::createChild( string const & childKey, string const & childName ) { + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); if( childKey == HybridMimeticDiscretization::catalogName() ) { std::unique_ptr< HybridMimeticDiscretization > hm = std::make_unique< HybridMimeticDiscretization >( childName, this ); diff --git a/src/coreComponents/finiteVolume/FiniteVolumeManager.hpp b/src/coreComponents/finiteVolume/FiniteVolumeManager.hpp index 8e1fc606b1..82e2e63885 100644 --- a/src/coreComponents/finiteVolume/FiniteVolumeManager.hpp +++ b/src/coreComponents/finiteVolume/FiniteVolumeManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/FluxApproximationBase.cpp b/src/coreComponents/finiteVolume/FluxApproximationBase.cpp index 9cca35ac2e..36b61678f3 100644 --- a/src/coreComponents/finiteVolume/FluxApproximationBase.cpp +++ b/src/coreComponents/finiteVolume/FluxApproximationBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/FluxApproximationBase.hpp b/src/coreComponents/finiteVolume/FluxApproximationBase.hpp index 873fa531b3..fafce71f6f 100644 --- a/src/coreComponents/finiteVolume/FluxApproximationBase.hpp +++ b/src/coreComponents/finiteVolume/FluxApproximationBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/HybridMimeticDiscretization.cpp b/src/coreComponents/finiteVolume/HybridMimeticDiscretization.cpp index 267a5d7905..f9740cbb54 100644 --- a/src/coreComponents/finiteVolume/HybridMimeticDiscretization.cpp +++ b/src/coreComponents/finiteVolume/HybridMimeticDiscretization.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/HybridMimeticDiscretization.hpp b/src/coreComponents/finiteVolume/HybridMimeticDiscretization.hpp index 3d39e41b3d..c5bad903c6 100644 --- a/src/coreComponents/finiteVolume/HybridMimeticDiscretization.hpp +++ b/src/coreComponents/finiteVolume/HybridMimeticDiscretization.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/MimeticInnerProductDispatch.hpp b/src/coreComponents/finiteVolume/MimeticInnerProductDispatch.hpp index 37a1b28c5f..d9362edd0a 100644 --- a/src/coreComponents/finiteVolume/MimeticInnerProductDispatch.hpp +++ b/src/coreComponents/finiteVolume/MimeticInnerProductDispatch.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/ProjectionEDFMHelper.cpp b/src/coreComponents/finiteVolume/ProjectionEDFMHelper.cpp index 080375a17c..ed477300ff 100644 --- a/src/coreComponents/finiteVolume/ProjectionEDFMHelper.cpp +++ b/src/coreComponents/finiteVolume/ProjectionEDFMHelper.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/ProjectionEDFMHelper.hpp b/src/coreComponents/finiteVolume/ProjectionEDFMHelper.hpp index d2f83e54d4..ac044dcf10 100644 --- a/src/coreComponents/finiteVolume/ProjectionEDFMHelper.hpp +++ b/src/coreComponents/finiteVolume/ProjectionEDFMHelper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/StencilBase.hpp b/src/coreComponents/finiteVolume/StencilBase.hpp index abd2ce0a1d..cf6fb20eeb 100644 --- a/src/coreComponents/finiteVolume/StencilBase.hpp +++ b/src/coreComponents/finiteVolume/StencilBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/SurfaceElementStencil.cpp b/src/coreComponents/finiteVolume/SurfaceElementStencil.cpp index 21ac95e912..2a030dff1e 100644 --- a/src/coreComponents/finiteVolume/SurfaceElementStencil.cpp +++ b/src/coreComponents/finiteVolume/SurfaceElementStencil.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/SurfaceElementStencil.hpp b/src/coreComponents/finiteVolume/SurfaceElementStencil.hpp index 5639a109b7..69b2a85c08 100644 --- a/src/coreComponents/finiteVolume/SurfaceElementStencil.hpp +++ b/src/coreComponents/finiteVolume/SurfaceElementStencil.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/TwoPointFluxApproximation.cpp b/src/coreComponents/finiteVolume/TwoPointFluxApproximation.cpp index ab28f40a6e..25c128770f 100644 --- a/src/coreComponents/finiteVolume/TwoPointFluxApproximation.cpp +++ b/src/coreComponents/finiteVolume/TwoPointFluxApproximation.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -384,6 +384,7 @@ void TwoPointFluxApproximation::cleanMatrixMatrixConnectionsDFM( MeshLevel & mes // This is there to shut off previously connected cells // that are not connected anymore due to dynamic fracturing. cellStencil.zero( faceMap[kfe][0] ); + cellStencil.zero( faceMap[kfe][1] ); } ); } @@ -418,14 +419,14 @@ void TwoPointFluxApproximation::addFractureMatrixConnectionsDFM( MeshLevel & mes SurfaceElementRegion & fractureRegion = elemManager.getRegion< SurfaceElementRegion >( faceElementRegionName ); localIndex const fractureRegionIndex = fractureRegion.getIndexInParent(); FaceElementSubRegion & fractureSubRegion = fractureRegion.getUniqueSubRegion< FaceElementSubRegion >(); - OrderedVariableToManyElementRelation const & elems2dToElems3d = fractureSubRegion.getToCellRelation(); + FixedToManyElementRelation const & elems2dToElems3d = fractureSubRegion.getToCellRelation(); SortedArrayView< localIndex const > const new2dElems = fractureSubRegion.m_newFaceElements.toViewConst(); FaceElementSubRegion::FaceMapType const & faceMap = fractureSubRegion.faceList(); - ArrayOfArraysView< localIndex const > elemRegionList = elems2dToElems3d.m_toElementRegion.toViewConst(); - ArrayOfArraysView< localIndex const > elemSubRegionList = elems2dToElems3d.m_toElementSubRegion.toViewConst(); - ArrayOfArraysView< localIndex const > elemList = elems2dToElems3d.m_toElementIndex.toViewConst(); + arrayView2d< localIndex const > const elemRegionList = elems2dToElems3d.m_toElementRegion.toViewConst(); + arrayView2d< localIndex const > const elemSubRegionList = elems2dToElems3d.m_toElementSubRegion.toViewConst(); + arrayView2d< localIndex const > const elemList = elems2dToElems3d.m_toElementIndex.toViewConst(); // reserve memory for the connections of this region if( cellStencil.size() != 0 ) @@ -447,7 +448,6 @@ void TwoPointFluxApproximation::addFractureMatrixConnectionsDFM( MeshLevel & mes forAll< serialPolicy >( new2dElems.size(), [ new2dElems, - &elems2dToElems3d, &faceToCellStencil, &faceMap, elemRegionList, @@ -465,7 +465,7 @@ void TwoPointFluxApproximation::addFractureMatrixConnectionsDFM( MeshLevel & mes { localIndex const kfe = new2dElems[k]; { - localIndex const numElems = elems2dToElems3d.m_toElementSubRegion.sizeOfArray( kfe ); + localIndex const numElems = 2; GEOS_ERROR_IF( numElems > maxElems, "Max stencil size exceeded by fracture-cell connector " << kfe ); diff --git a/src/coreComponents/finiteVolume/TwoPointFluxApproximation.hpp b/src/coreComponents/finiteVolume/TwoPointFluxApproximation.hpp index 498e6b7721..53be3ad3e0 100644 --- a/src/coreComponents/finiteVolume/TwoPointFluxApproximation.hpp +++ b/src/coreComponents/finiteVolume/TwoPointFluxApproximation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/BdVLMInnerProduct.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/BdVLMInnerProduct.hpp index 98587eedb7..5bde9c3a3c 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/BdVLMInnerProduct.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/BdVLMInnerProduct.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductBase.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductBase.hpp index f96ac38c88..2c905c1713 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductBase.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductHelpers.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductHelpers.hpp index 83d62e2ace..7eb8f5558c 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductHelpers.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/MimeticInnerProductHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiRTInnerProduct.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiRTInnerProduct.hpp index 7d0606e990..e125659ec8 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiRTInnerProduct.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiRTInnerProduct.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiTPFAInnerProduct.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiTPFAInnerProduct.hpp index 61c5f07a07..4f481e7181 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiTPFAInnerProduct.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/QuasiTPFAInnerProduct.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/SimpleInnerProduct.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/SimpleInnerProduct.hpp index 19282b2356..da7f4b2b33 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/SimpleInnerProduct.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/SimpleInnerProduct.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/finiteVolume/mimeticInnerProducts/TPFAInnerProduct.hpp b/src/coreComponents/finiteVolume/mimeticInnerProducts/TPFAInnerProduct.hpp index 6264135df1..dde1042e41 100644 --- a/src/coreComponents/finiteVolume/mimeticInnerProducts/TPFAInnerProduct.hpp +++ b/src/coreComponents/finiteVolume/mimeticInnerProducts/TPFAInnerProduct.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/CMakeLists.txt b/src/coreComponents/functions/CMakeLists.txt index 8e73070438..8fb39ce419 100644 --- a/src/coreComponents/functions/CMakeLists.txt +++ b/src/coreComponents/functions/CMakeLists.txt @@ -1,3 +1,22 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package : functions + +Contains classes for storing and computing arbitrary N-dimensional functions. +#]] + # # Specify all headers # diff --git a/src/coreComponents/functions/CompositeFunction.cpp b/src/coreComponents/functions/CompositeFunction.cpp index 2bd9885ba8..58cc844a10 100644 --- a/src/coreComponents/functions/CompositeFunction.cpp +++ b/src/coreComponents/functions/CompositeFunction.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/CompositeFunction.hpp b/src/coreComponents/functions/CompositeFunction.hpp index 1ba6c8d940..be05524581 100644 --- a/src/coreComponents/functions/CompositeFunction.hpp +++ b/src/coreComponents/functions/CompositeFunction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/FunctionBase.cpp b/src/coreComponents/functions/FunctionBase.cpp index 9b4ae666e5..07a831fb05 100644 --- a/src/coreComponents/functions/FunctionBase.cpp +++ b/src/coreComponents/functions/FunctionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/FunctionBase.hpp b/src/coreComponents/functions/FunctionBase.hpp index 44f9c30bf4..c86033050f 100644 --- a/src/coreComponents/functions/FunctionBase.hpp +++ b/src/coreComponents/functions/FunctionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/FunctionManager.cpp b/src/coreComponents/functions/FunctionManager.cpp index 5cf652a859..0cd5a92ba9 100644 --- a/src/coreComponents/functions/FunctionManager.cpp +++ b/src/coreComponents/functions/FunctionManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -53,7 +53,7 @@ FunctionManager & FunctionManager::getInstance() Group * FunctionManager::createChild( string const & functionCatalogKey, string const & functionName ) { - GEOS_LOG_RANK_0( " " << functionCatalogKey << ": " << functionName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), functionCatalogKey, functionName ) ); std::unique_ptr< FunctionBase > function = FunctionBase::CatalogInterface::factory( functionCatalogKey, functionName, this ); return &this->registerGroup< FunctionBase >( functionName, std::move( function ) ); } diff --git a/src/coreComponents/functions/FunctionManager.hpp b/src/coreComponents/functions/FunctionManager.hpp index 9c5359fb62..dac7ad85b0 100644 --- a/src/coreComponents/functions/FunctionManager.hpp +++ b/src/coreComponents/functions/FunctionManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/MultivariableTableFunction.cpp b/src/coreComponents/functions/MultivariableTableFunction.cpp index 9200e18807..4f8db1244b 100644 --- a/src/coreComponents/functions/MultivariableTableFunction.cpp +++ b/src/coreComponents/functions/MultivariableTableFunction.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/MultivariableTableFunction.hpp b/src/coreComponents/functions/MultivariableTableFunction.hpp index cc924974f4..927a020d81 100644 --- a/src/coreComponents/functions/MultivariableTableFunction.hpp +++ b/src/coreComponents/functions/MultivariableTableFunction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/MultivariableTableFunctionKernels.hpp b/src/coreComponents/functions/MultivariableTableFunctionKernels.hpp index 0647536f52..99022f23dc 100644 --- a/src/coreComponents/functions/MultivariableTableFunctionKernels.hpp +++ b/src/coreComponents/functions/MultivariableTableFunctionKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/SymbolicFunction.cpp b/src/coreComponents/functions/SymbolicFunction.cpp index 52187b1af1..26ae27b1be 100644 --- a/src/coreComponents/functions/SymbolicFunction.cpp +++ b/src/coreComponents/functions/SymbolicFunction.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/SymbolicFunction.hpp b/src/coreComponents/functions/SymbolicFunction.hpp index f05e5d2233..5f0c3ea79e 100644 --- a/src/coreComponents/functions/SymbolicFunction.hpp +++ b/src/coreComponents/functions/SymbolicFunction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/TableFunction.cpp b/src/coreComponents/functions/TableFunction.cpp index 2e1897e762..74f031fef8 100644 --- a/src/coreComponents/functions/TableFunction.cpp +++ b/src/coreComponents/functions/TableFunction.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/TableFunction.hpp b/src/coreComponents/functions/TableFunction.hpp index bd1fe75903..b7be867d12 100644 --- a/src/coreComponents/functions/TableFunction.hpp +++ b/src/coreComponents/functions/TableFunction.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/functions/unitTests/testFunctions.cpp b/src/coreComponents/functions/unitTests/testFunctions.cpp index 33050f651e..04ca26acca 100644 --- a/src/coreComponents/functions/unitTests/testFunctions.cpp +++ b/src/coreComponents/functions/unitTests/testFunctions.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/CMakeLists.txt b/src/coreComponents/linearAlgebra/CMakeLists.txt index 81c3536dfd..99cc0bc77d 100644 --- a/src/coreComponents/linearAlgebra/CMakeLists.txt +++ b/src/coreComponents/linearAlgebra/CMakeLists.txt @@ -1,4 +1,29 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: linearAlgebra + +Contains: + - management implementations to handle all degrees of freedom associated with field element on + mesh elements. + - linear solvers implementations. + - interfaces to different external linear solvers libraries (hypre, Petsc, trilinos). +#]] + +# # Specify all headers +# set( linearAlgebra_headers DofManager.hpp DofManagerHelpers.hpp @@ -35,8 +60,9 @@ set( linearAlgebra_headers utilities/NormalOperator.hpp utilities/ReverseCutHillMcKeeOrdering.hpp utilities/TransposeOperator.hpp ) - +# # Specify all sources +# set( linearAlgebra_sources DofManager.cpp solvers/BicgstabSolver.cpp diff --git a/src/coreComponents/linearAlgebra/DofManager.cpp b/src/coreComponents/linearAlgebra/DofManager.cpp index 173c9cc3e0..64af6fb82e 100644 --- a/src/coreComponents/linearAlgebra/DofManager.cpp +++ b/src/coreComponents/linearAlgebra/DofManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/DofManager.hpp b/src/coreComponents/linearAlgebra/DofManager.hpp index 82fea749d2..c37dcc1a45 100644 --- a/src/coreComponents/linearAlgebra/DofManager.hpp +++ b/src/coreComponents/linearAlgebra/DofManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/DofManagerHelpers.hpp b/src/coreComponents/linearAlgebra/DofManagerHelpers.hpp index a1b700679d..6ae81b1079 100644 --- a/src/coreComponents/linearAlgebra/DofManagerHelpers.hpp +++ b/src/coreComponents/linearAlgebra/DofManagerHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/common/LinearOperator.hpp b/src/coreComponents/linearAlgebra/common/LinearOperator.hpp index 59b2a31b67..57476c305b 100644 --- a/src/coreComponents/linearAlgebra/common/LinearOperator.hpp +++ b/src/coreComponents/linearAlgebra/common/LinearOperator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/common/LinearSolverBase.hpp b/src/coreComponents/linearAlgebra/common/LinearSolverBase.hpp index e1d881b75f..045d096dfb 100644 --- a/src/coreComponents/linearAlgebra/common/LinearSolverBase.hpp +++ b/src/coreComponents/linearAlgebra/common/LinearSolverBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/common/PreconditionerBase.hpp b/src/coreComponents/linearAlgebra/common/PreconditionerBase.hpp index f07d7c0285..ac9d0b022a 100644 --- a/src/coreComponents/linearAlgebra/common/PreconditionerBase.hpp +++ b/src/coreComponents/linearAlgebra/common/PreconditionerBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/common/common.hpp b/src/coreComponents/linearAlgebra/common/common.hpp index 8619e89785..54cd03337a 100644 --- a/src/coreComponents/linearAlgebra/common/common.hpp +++ b/src/coreComponents/linearAlgebra/common/common.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/common/traits.hpp b/src/coreComponents/linearAlgebra/common/traits.hpp index 87e2af5f3c..d300b7b782 100644 --- a/src/coreComponents/linearAlgebra/common/traits.hpp +++ b/src/coreComponents/linearAlgebra/common/traits.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/docs/DofManager.rst b/src/coreComponents/linearAlgebra/docs/DofManager.rst index d13e2ee7c9..6948b36f1a 100644 --- a/src/coreComponents/linearAlgebra/docs/DofManager.rst +++ b/src/coreComponents/linearAlgebra/docs/DofManager.rst @@ -2,8 +2,6 @@ DoF Manager ############################################################################### -This will contains a description of the DoF manager in GEOS. - Brief description ======================== diff --git a/src/coreComponents/linearAlgebra/docs/LinearSolvers.rst b/src/coreComponents/linearAlgebra/docs/LinearSolvers.rst index b4b68dfc68..6f68efac64 100644 --- a/src/coreComponents/linearAlgebra/docs/LinearSolvers.rst +++ b/src/coreComponents/linearAlgebra/docs/LinearSolvers.rst @@ -14,14 +14,14 @@ Any physics solver relying on standard finite element and finite volume techniqu \mathsf{A} \mathsf{x} = \mathsf{b} -with a :math:`\mathsf{A}` a square sparse matrix, :math:`\mathsf{x}` the solution vector, and :math:`\mathsf{b}` the right-hand side. +where :math:`\mathsf{A}` is the square sparse matrix, :math:`\mathsf{x}` the solution vector, and :math:`\mathsf{b}` the right-hand side. For example, in a classical linear elastostatics problem :math:`\mathsf{A}` is the stiffness matrix, and :math:`\mathsf{x}` and :math:`\mathsf{b}` are the displacement and nodal force vectors, respectively. This solution stage represents the most computationally expensive portion of a typical simulation. Solution algorithms generally belong to two families of methods: direct methods and iterative methods. In GEOS both options are made available wrapping around well-established open-source linear algebra libraries, namely -`HYPRE `__, +`HYPRE `__, `PETSc `__, `SuperLU `__, and `Trilinos `__. @@ -38,7 +38,7 @@ Irrespective of the selected direct solver implementation, three stages can be i (#) **Solve Stage**: the solution to the linear systems involving the factorized matrix is computed (#) **Finalize Stage**: the systems involving the factorized matrix have been solved and the direct solver lifetime ends -The default option in GEOS relies on `SuperLU `__, a general purpose library for the direct solution of large, sparse, nonsymmetric systems of linear equations, that is called taking advantage of the interface provided in `HYPRE `__. +The default option in GEOS relies on `SuperLU `__, a general purpose library for the direct solution of large, sparse, nonsymmetric systems of linear equations, that is called taking advantage of the interface provided in `HYPRE `__. ****************** Iterative methods @@ -110,8 +110,8 @@ This section provides a brief description of the available preconditioners. - `PETSc documentation `__, - `Trilinos documentation `__. -* **MGR**: multigrid reduction. Available through *hypre* interface only. Specific documentation coming soon. - Further details can be found in `MGR documentation `__. +* **MGR**: multigrid reduction. Available through *hypre* interface only. + Further details can be found in `MGR documentation `__, also see section below. * **Block**: custom preconditioner designed for a 2 x 2 block matrix. @@ -119,7 +119,7 @@ This section provides a brief description of the available preconditioners. HYPRE MGR Preconditioner ************************ -MGR stands for multigrid reduction, a multigrid method that uses the interpolation, restriction operators, and the Galerkin triple product, to reduce a linear system to a smaller one, similar to a Schur complement approach. As such, it is designed to target block linear systems resulting from discretizations of multiphysics problems. GEOS uses MGR through an implementation in `HYPRE `__. More information regarding MGR can be found `here `__. Currently, MGR strategies are implemented for hydraulic fracturing, poroelastic, compositional flow with and without wells. More multiphysics solvers with MGR will be enabled in the future. +MGR stands for multigrid reduction, a multigrid method that uses the interpolation, restriction operators, and the Galerkin triple product, to reduce a linear system to a smaller one, similar to a Schur complement approach. As such, it is designed to target block linear systems resulting from discretizations of multiphysics problems. GEOS uses MGR through an implementation in `HYPRE `__. More information regarding MGR can be found `here `__. Currently, MGR strategies are implemented for hydraulic fracturing, singlephase and multiphase poromechanics, singlephase poromechanics with fractures, compositional flow with and without wells. More multiphysics solvers with MGR will be enabled in the future. To use MGR for a specific block system, several components need to be specified. @@ -157,3 +157,16 @@ Moreover, a block scaling is available. Feasible options are: * none: keep the original scaling; * Frobenius norm: equilibrate Frobenius norm of the diagonal blocks; * user provided. + +******************** +Adaptive tolerance +******************** + +This feature is available for iterative solvers and can be enabled using `krylovAdaptiveTol` flag in `LinearSolverParameters`. It follows the Eisenstat-Walker inexact Newton approach described in [Eisenstat and Walker 1996]. The key idea is to relax the linear solver tolerance at the beginning of the nonlinear iterations loop and tighten it when getting closer to the final solution. The initial tolerance is defined by `krylovWeakestTol` and starting from second nonlinear iteration the tolerance is chosen using the following steps: + +- compute the current to previous nonlinear norm ratio: :math:`\mathsf{nr} = \mathsf{min}( \mathsf{norm}^{curr} / \mathsf{norm}^{prev}, 1.0 )` +- estimate the new linear solver tolerance: :math:`\mathsf{tol}_{new} = \mathsf{\gamma} \cdot \mathsf{nr}^{ax}` +- compute a safeguard to avoid too sharp tolerance reduction: :math:`\mathsf{tol}_{alt} = \mathsf{tol}_{old}^{2}` (the bound is the quadratic reduction with respect to the previous tolerance value) +- apply safeguards and compute the final tolerance: :math:`\mathsf{tol} = \mathsf{max}( \mathsf{tol}_{new}, \mathsf{tol}_{alt} )`, :math:`\mathsf{tol} = \mathsf{min}( \mathsf{tol}_{max}, \mathsf{max}( \mathsf{tol}_{min}, \mathsf{tol} ) )` + +Here :math:`\mathsf{\gamma}` is the forcing term, :math:`ax` is the adaptivity exponent, :math:`\mathsf{tol}_{min}` and :math:`\mathsf{tol}_{max}` are prescribed tolerance bounds (defined by `krylovStrongestTol` and `krylovWeakestTol`, respectively). diff --git a/src/coreComponents/linearAlgebra/interfaces/InterfaceTypes.hpp b/src/coreComponents/linearAlgebra/interfaces/InterfaceTypes.hpp index ab2821460d..25098fc623 100644 --- a/src/coreComponents/linearAlgebra/interfaces/InterfaceTypes.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/InterfaceTypes.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/MatrixBase.hpp b/src/coreComponents/linearAlgebra/interfaces/MatrixBase.hpp index f82018d393..302e220b21 100644 --- a/src/coreComponents/linearAlgebra/interfaces/MatrixBase.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/MatrixBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/VectorBase.hpp b/src/coreComponents/linearAlgebra/interfaces/VectorBase.hpp index 5e9a30cd92..2efb0725fa 100644 --- a/src/coreComponents/linearAlgebra/interfaces/VectorBase.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/VectorBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.cpp b/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.cpp index 75c060fd30..53a45e2ce7 100644 --- a/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.hpp b/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.hpp index 38339ef0ab..7753424205 100644 --- a/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/direct/SuiteSparse.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.cpp b/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.cpp index de01e815ba..e4c1bdaa8a 100644 --- a/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.hpp b/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.hpp index c0aa351aab..779ad77cee 100644 --- a/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/direct/SuperLUDist.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.cpp index db21e94af0..9f8f33bc65 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.hpp index e1f4e71127..9db9201ab5 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreExport.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.cpp index 5b056df8de..783c2e6b48 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -40,12 +40,19 @@ namespace geos void HypreInterface::initialize() { -#ifdef GEOS_USE_OPENMP - GEOS_LOG_RANK_0_IF( omp_get_max_threads()>1, - "OMP_NUM_THREADS > 1 may not be optimal for certain hypre preconditioning options. " ); +#if defined(GEOS_USE_OPENMP) && defined(HYPRE_USING_OPENMP) + GEOS_LOG_RANK_0_IF( omp_get_max_threads() > 1, + "\n" + "********************************************************************\n" + "* *\n" + "* WARNING: OMP_NUM_THREADS > 1 MAY NOT BE OPTIMAL FOR CERTAIN *\n" + "* HYPRE PRECONDITIONING OPTIONS! *\n" + "* *\n" + "********************************************************************\n" + ); #endif - HYPRE_Init(); + HYPRE_Initialize(); #if GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_CUDA || GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_HIP HYPRE_SetExecutionPolicy( HYPRE_EXEC_DEVICE ); HYPRE_SetSpGemmUseVendor( 0 ); @@ -53,6 +60,15 @@ void HypreInterface::initialize() #endif HYPRE_SetMemoryLocation( hypre::memoryLocation ); HYPRE_SetPrintErrorMode( 1 ); + +#if defined(HYPRE_USING_UMPIRE) + HYPRE_SetUmpireUMPoolName( "HYPRE_UM" ); + HYPRE_SetUmpireHostPoolName( "HYPRE_HOST" ); + HYPRE_SetUmpireDevicePoolName( "HYPRE_DEVICE" ); + HYPRE_SetUmpirePinnedPoolName( "HYPRE_PINNED" ); +#endif + + HYPRE_SetLogLevel( getenv( "HYPRE_LOG_LEVEL" ) ? atoi( getenv( "HYPRE_LOG_LEVEL" ) ) : 0 ); } void HypreInterface::finalize() diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.hpp index 7ad3b79024..d6bdfd44d0 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.cpp index 36a577c530..31627dd91c 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.hpp index 93eba29772..b71248aa0d 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.cpp index 67de2ca96a..03791b006e 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.hpp index eef5b70b45..8bacdf8b97 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMGR.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -91,11 +91,7 @@ class MGRStrategyBase MGRCoarseGridMethod m_levelCoarseGridMethod[numLevels]; ///< Coarse grid method for each level MGRGlobalSmootherType m_levelGlobalSmootherType[numLevels]; ///< Global smoother type for each level HYPRE_Int m_levelGlobalSmootherIters[numLevels]{ -1 }; ///< Number of global smoother iterations for each level -#if GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_CPU HYPRE_Real m_coarseGridThreshold{ 1.0e-20 }; ///< Coarse grid truncation threshold -#else - HYPRE_Real m_coarseGridThreshold{ 0.0 }; ///< Coarse grid truncation threshold -#endif // TODO: the following options are currently commented out in MGR's code. // Let's consider their use when re-enable in hypre @@ -167,21 +163,24 @@ class MGRStrategyBase GEOS_LAI_CHECK_ERROR( HYPRE_MGRSetLevelSmoothIters( precond.ptr, m_levelGlobalSmootherIters ) ); GEOS_LAI_CHECK_ERROR( HYPRE_MGRSetTruncateCoarseGridThreshold( precond.ptr, m_coarseGridThreshold ) ); GEOS_LAI_CHECK_ERROR( HYPRE_MGRSetNonCpointsToFpoints( precond.ptr, 1 )); + GEOS_LAI_CHECK_ERROR( HYPRE_MGRSetNonGalerkinMaxElmts( precond.ptr, 1 )); } /** * @brief Set up BoomerAMG to perform the solve for the displacement system * @param solver the solver wrapper + * @param separateComponents flag controlling the use of the separate displacement component (SDC) approximation */ - void setDisplacementAMG( HyprePrecWrapper & solver ) + void setDisplacementAMG( HyprePrecWrapper & solver, + integer const & separateComponents ) { GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGCreate( &solver.ptr ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetTol( solver.ptr, 0.0 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetMaxIter( solver.ptr, 1 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetMaxRowSum( solver.ptr, 1.0 ) ); - GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetStrongThreshold( solver.ptr, 0.8 ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetStrongThreshold( solver.ptr, 0.6 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetPrintLevel( solver.ptr, 0 ) ); - + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetInterpType( solver.ptr, hypre::getAMGInterpolationType( LinearSolverParameters::AMG::InterpType::modifiedExtendedE )) ); #if GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_CUDA || GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_HIP GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetCoarsenType( solver.ptr, hypre::getAMGCoarseningType( LinearSolverParameters::AMG::CoarseningType::PMIS ) ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetRelaxType( solver.ptr, hypre::getAMGRelaxationType( LinearSolverParameters::AMG::SmootherType::chebyshev ) ) ); @@ -191,6 +190,7 @@ class MGRStrategyBase #endif GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetNumFunctions( solver.ptr, 3 ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetFilterFunctions( solver.ptr, separateComponents ) ); solver.setup = HYPRE_BoomerAMGSetup; solver.solve = HYPRE_BoomerAMGSolve; @@ -207,11 +207,12 @@ class MGRStrategyBase GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetPrintLevel( solver.ptr, 0 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetMaxIter( solver.ptr, 1 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetAggNumLevels( solver.ptr, 1 ) ); - GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetAggPMaxElmts( solver.ptr, 16 ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetAggPMaxElmts( solver.ptr, 20 ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetAggInterpType( solver.ptr, hypre::getAMGAggressiveInterpolationType( LinearSolverParameters::AMG::AggInterpType::multipass ) ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetTol( solver.ptr, 0.0 ) ); #if GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_CUDA || GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_HIP - GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetAggNumLevels( solver.ptr, 0 ) ); - GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetCoarsenType( solver.ptr, toUnderlying( AMGCoarseningType::PMIS ) ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetAggInterpType( solver.ptr, hypre::getAMGAggressiveInterpolationType( LinearSolverParameters::AMG::AggInterpType::modifiedExtendedE ) ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetCoarsenType( solver.ptr, hypre::getAMGCoarseningType( LinearSolverParameters::AMG::CoarseningType::PMIS ) ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetRelaxType( solver.ptr, getAMGRelaxationType( LinearSolverParameters::AMG::SmootherType::l1jacobi ) ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetNumSweeps( solver.ptr, 2 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetMaxRowSum( solver.ptr, 1.0 ) ); @@ -256,14 +257,16 @@ class MGRStrategyBase * @brief Set up BoomerAMG to perform the mechanics F-solve for the first F-relaxation * @param precond the preconditioner wrapper * @param mgrData auxiliary MGR data + * @param separateComponents flag controlling the use of the separate displacement component (SDC) approximation * * @note This function should be rethought once MGR allows for customizing boomerAMG (or * any other solver) for F-relaxation at any level */ void setMechanicsFSolver( HyprePrecWrapper & precond, - HypreMGRData & mgrData ) + HypreMGRData & mgrData, + integer const & separateComponents ) { - setDisplacementAMG( mgrData.mechSolver ); + setDisplacementAMG( mgrData.mechSolver, separateComponents ); HYPRE_MGRSetFSolver( precond.ptr, mgrData.mechSolver.solve, mgrData.mechSolver.setup, mgrData.mechSolver.ptr ); } diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.cpp index 0f94f9c1b5..5e68ad1887 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.hpp index b44c3caca9..c3dc2055bc 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreMatrix.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.cpp index cd4bc6321e..06d2a98981 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -88,7 +88,6 @@ void createAMG( LinearSolverParameters const & params, GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetTol( precond.ptr, 0.0 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetMaxIter( precond.ptr, 1 ) ); GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetPrintLevel( precond.ptr, logLevel ) ); - GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetNumFunctions( precond.ptr, params.dofsPerNode ) ); // Set maximum number of multigrid levels (default 25) GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetMaxLevels( precond.ptr, LvArray::integerConversion< HYPRE_Int >( params.amg.maxLevels ) ) ); @@ -174,7 +173,9 @@ void createAMG( LinearSolverParameters const & params, GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetPMaxElmts( precond.ptr, params.amg.interpolationMaxNonZeros ) ); } + // Unknown-based AMG parameters GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetNumFunctions( precond.ptr, params.amg.numFunctions ) ); + GEOS_LAI_CHECK_ERROR( HYPRE_BoomerAMGSetFilterFunctions( precond.ptr, params.amg.separateComponents ) ); if( params.amg.aggressiveNumLevels ) { @@ -340,32 +341,6 @@ void HyprePreconditioner::create( DofManager const * const dofManager ) HypreMatrix const & HyprePreconditioner::setupPreconditioningMatrix( HypreMatrix const & mat ) { - GEOS_MARK_FUNCTION; - - if( m_params.preconditionerType == LinearSolverParameters::PreconditionerType::mgr && m_params.mgr.separateComponents ) - { - GEOS_LAI_ASSERT_MSG( mat.dofManager() != nullptr, "MGR preconditioner requires a DofManager instance" ); - HypreMatrix Pu; - HypreMatrix Auu; - { - Stopwatch timer( m_makeRestrictorTime ); - mat.dofManager()->makeRestrictor( { { m_params.mgr.displacementFieldName, { 3, true } } }, mat.comm(), true, Pu ); - } - { - Stopwatch timer( m_computeAuuTime ); - mat.multiplyPtAP( Pu, Auu ); - } - { - Stopwatch timer( m_componentFilterTime ); - Auu.separateComponentFilter( m_precondMatrix, m_params.dofsPerNode ); - } - } - else if( m_params.preconditionerType == LinearSolverParameters::PreconditionerType::amg && m_params.amg.separateComponents ) - { - Stopwatch timer( m_componentFilterTime ); - mat.separateComponentFilter( m_precondMatrix, m_params.dofsPerNode ); - return m_precondMatrix; - } return mat; } @@ -385,12 +360,6 @@ void HyprePreconditioner::setup( Matrix const & mat ) { LvArray::system::FloatingPointExceptionGuard guard( FE_ALL_EXCEPT ); - // Perform setup of the MGR mechanics F-solver with SDC matrix, if used - if( m_mgrData && m_mgrData->mechSolver.ptr && m_mgrData->mechSolver.setup ) - { -// GEOS_LAI_CHECK_ERROR( m_mgrData->mechSolver.setup( m_mgrData->mechSolver.ptr, m_precondMatrix.unwrapped(), nullptr, nullptr ) ); - } - // Perform setup of the main solver, if needed if( m_precond->setup ) { diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.hpp index 1f13028f4e..f26f15a636 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HyprePreconditioner.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -95,26 +95,6 @@ class HyprePreconditioner final : public PreconditionerBase< HypreInterface > */ HyprePrecWrapper const & unwrapped() const; - /** - * @brief @return time spent setting up separate component matrix. - */ - real64 componentFilterTime() const - { - return m_componentFilterTime; - } - - /// @return time to construct restrictor matrix. - real64 makeRestrictorTime() const - { - return m_makeRestrictorTime; - } - - /// @return time to apply restrictor matrix. - real64 computeAuuTime() const - { - return m_computeAuuTime; - } - private: /** @@ -144,15 +124,6 @@ class HyprePreconditioner final : public PreconditionerBase< HypreInterface > /// Null space vectors std::unique_ptr< HypreNullSpace > m_nullSpace; - - /// Timing of separate component matrix construction - real64 m_componentFilterTime = 0.0; - - /// Timing of the restrictor matrix construction - real64 m_makeRestrictorTime = 0.0; - - /// Timing of the cost of applying the restrictor matrix to the system - real64 m_computeAuuTime = 0.0; }; } diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.cpp index e882d55fab..3526345823 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -201,11 +201,7 @@ void HypreSolver::setup( HypreMatrix const & mat ) clear(); Base::setup( mat ); Stopwatch timer( m_result.setupTime ); - m_precond.setup( mat ); - m_componentFilterTime = m_precond.componentFilterTime(); - m_makeRestrictorTime = m_precond.makeRestrictorTime(); - m_computeAuuTime = m_precond.computeAuuTime(); m_solver = std::make_unique< HypreSolverWrapper >(); createHypreKrylovSolver( m_params, mat.comm(), *m_solver ); @@ -276,14 +272,18 @@ void HypreSolver::solve( HypreVector const & rhs, if( m_params.logLevel >= 1 ) { - GEOS_LOG_RANK_0( " Linear Solver | " << m_result.status << - " | Iterations: " << m_result.numIterations << - " | Final Rel Res: " << m_result.residualReduction << - " | Make Restrictor Time: " << m_makeRestrictorTime << - " | Compute Auu Time: " << m_computeAuuTime << - " | SC Filter Time: " << m_componentFilterTime << - " | Setup Time: " << m_result.setupTime << " s" << - " | Solve Time: " << m_result.solveTime << " s" ); + HYPRE_BigInt global_num_rows, global_num_nonzeros; + + // This involves an MPI collective call, and therefore we call it only when necessary + GEOS_LAI_CHECK_ERROR( HYPRE_IJMatrixGetGlobalInfo( matrix().unwrappedIJ(), + &global_num_rows, + &global_num_rows, // This is intentional and assuming the matrix is square + &global_num_nonzeros ) ); + + GEOS_LOG_RANK_0( GEOS_FMT( " Linear Solver | {} | Unknowns: {} | Nonzeros: {} | Iterations: {} | Final Rel Res: {:.4e} | Setup Time: {:.3f} s | Solve Time: {:.3f} s", + m_result.status, stringutilities::addCommaSeparators( global_num_rows ), + stringutilities::addCommaSeparators( global_num_nonzeros ), m_result.numIterations, + m_result.residualReduction, m_result.setupTime, m_result.solveTime ) ); } } diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.hpp index 40364992a0..42c4bde43e 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -93,11 +93,6 @@ class HypreSolver final : public LinearSolverBase< HypreInterface > /// Pointers to hypre functions for the krylov solver std::unique_ptr< HypreSolverWrapper > m_solver; - - /// Time of the most recent SC matrix construction - real64 m_componentFilterTime; - real64 m_makeRestrictorTime; - real64 m_computeAuuTime; }; } // end geos namespace diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.cpp index 5916fedbb4..80a6ffba19 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.hpp index a205fe074c..47f901330f 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -399,6 +399,8 @@ inline HYPRE_Int getAMGCoarseType( LinearSolverParameters::AMG::CoarseType const { LinearSolverParameters::AMG::CoarseType::direct, 9 }, { LinearSolverParameters::AMG::CoarseType::chebyshev, 16 }, { LinearSolverParameters::AMG::CoarseType::l1jacobi, 18 }, + { LinearSolverParameters::AMG::CoarseType::gsElimWPivoting, 99 }, + { LinearSolverParameters::AMG::CoarseType::gsElimWInverse, 199 }, }; return findOption( typeMap, type, "multigrid coarse solver", "HyprePreconditioner" ); } diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.cpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.cpp index 7e9b7ecf5b..5b6f7b3079 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.hpp index 086589275b..771c1cfe30 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/HypreVector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseFVM.hpp index fc54f4bd24..e496997a70 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseHybridFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseHybridFVM.hpp index 897d3e1b9d..5f1b8a87f9 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseHybridFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseHybridFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirFVM.hpp index 709b9422f9..1042906b43 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirHybridFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirHybridFVM.hpp index 0498e304a5..8fcf6d3b18 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirHybridFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/CompositionalMultiphaseReservoirHybridFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/HybridSinglePhasePoromechanics.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/HybridSinglePhasePoromechanics.hpp index f79ad85fb2..1b595cb0ce 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/HybridSinglePhasePoromechanics.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/HybridSinglePhasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -84,10 +84,11 @@ class HybridSinglePhasePoromechanics : public MGRStrategyBase< 2 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { @@ -96,7 +97,7 @@ class HybridSinglePhasePoromechanics : public MGRStrategyBase< 2 > GEOS_LAI_CHECK_ERROR( HYPRE_MGRSetPMaxElmts( precond.ptr, 0 )); // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure reduced system setPressureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/Hydrofracture.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/Hydrofracture.hpp index faf44e8ada..3555d7d824 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/Hydrofracture.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/Hydrofracture.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -70,17 +70,18 @@ class Hydrofracture : public MGRStrategyBase< 1 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure reduced system setPressureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/LagrangianContactMechanics.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/LagrangianContactMechanics.hpp index 2ad38a8713..40d9d565a9 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/LagrangianContactMechanics.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/LagrangianContactMechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -76,10 +76,11 @@ class LagrangianContactMechanics : public MGRStrategyBase< 1 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { @@ -87,7 +88,7 @@ class LagrangianContactMechanics : public MGRStrategyBase< 1 > // Configure the BoomerAMG solver used as mgr coarse solver for the displacement reduced system // (note that no separate displacement component approach is used here) - setDisplacementAMG( mgrData.coarseSolver ); + setDisplacementAMG( mgrData.coarseSolver, mgrParams.separateComponents ); } }; diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanics.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanics.hpp index dcbe732e90..90c0d3d3d0 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanics.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -72,20 +72,20 @@ class MultiphasePoromechanics : public MGRStrategyBase< 3 > setupLabels(); // Level 0 - m_levelFRelaxType[0] = MGRFRelaxationType::amgVCycle; - m_levelFRelaxIters[0] = 1; - m_levelInterpType[0] = MGRInterpolationType::jacobi; - m_levelRestrictType[0] = MGRRestrictionType::injection; - m_levelCoarseGridMethod[0] = MGRCoarseGridMethod::nonGalerkin; - m_levelGlobalSmootherType[0] = MGRGlobalSmootherType::none; + m_levelFRelaxType[0] = MGRFRelaxationType::amgVCycle; + m_levelFRelaxIters[0] = 1; + m_levelInterpType[0] = MGRInterpolationType::jacobi; + m_levelRestrictType[0] = MGRRestrictionType::injection; + m_levelCoarseGridMethod[0] = MGRCoarseGridMethod::nonGalerkin; + m_levelGlobalSmootherType[0] = MGRGlobalSmootherType::none; // Level 1 - m_levelFRelaxType[1] = MGRFRelaxationType::jacobi; - m_levelFRelaxIters[1] = 1; - m_levelInterpType[1] = MGRInterpolationType::jacobi; - m_levelRestrictType[1] = MGRRestrictionType::injection; - m_levelCoarseGridMethod[1] = MGRCoarseGridMethod::galerkin; - m_levelGlobalSmootherType[1] = MGRGlobalSmootherType::none; + m_levelFRelaxType[1] = MGRFRelaxationType::jacobi; + m_levelFRelaxIters[1] = 1; + m_levelInterpType[1] = MGRInterpolationType::jacobi; + m_levelRestrictType[1] = MGRRestrictionType::injection; + m_levelCoarseGridMethod[1] = MGRCoarseGridMethod::galerkin; + m_levelGlobalSmootherType[1] = MGRGlobalSmootherType::none; // Level 2 m_levelFRelaxType[2] = MGRFRelaxationType::none; @@ -98,17 +98,18 @@ class MultiphasePoromechanics : public MGRStrategyBase< 3 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure reduced system setPressureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanicsReservoirFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanicsReservoirFVM.hpp index 69038faa59..97c91e2897 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanicsReservoirFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/MultiphasePoromechanicsReservoirFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -118,7 +118,7 @@ class MultiphasePoromechanicsReservoirFVM : public MGRStrategyBase< 4 > /** * @brief Setup the MGR strategy. - * @param mgrParams parameters for the configuration of the MGR recipe + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ @@ -136,7 +136,7 @@ class MultiphasePoromechanicsReservoirFVM : public MGRStrategyBase< 4 > setReduction( precond, mgrData ); // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure reduced system setPressureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ReactiveCompositionalMultiphaseOBL.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ReactiveCompositionalMultiphaseOBL.hpp index 2285670a5b..ee2561ad49 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ReactiveCompositionalMultiphaseOBL.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ReactiveCompositionalMultiphaseOBL.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseHybridFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseHybridFVM.hpp index a0f4a10104..b7c9c5dc78 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseHybridFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseHybridFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanics.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanics.hpp index 6a4994b90a..47fc589406 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanics.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -70,17 +70,18 @@ class SinglePhasePoromechanics : public MGRStrategyBase< 1 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure reduced system setPressureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsConformingFractures.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsConformingFractures.hpp index e3b2dbb37d..ad7c37179a 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsConformingFractures.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsConformingFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsEmbeddedFractures.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsEmbeddedFractures.hpp index 2638383714..8546b24fce 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsEmbeddedFractures.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsEmbeddedFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsReservoirFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsReservoirFVM.hpp index 26b054f9a2..a3f5b05918 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsReservoirFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhasePoromechanicsReservoirFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -85,17 +85,18 @@ class SinglePhasePoromechanicsReservoirFVM : public MGRStrategyBase< 2 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure reduced system setPressureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirFVM.hpp index a2f1bb749b..39f4d79688 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirHybridFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirHybridFVM.hpp index b86937c3ba..fcb2c664e4 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirHybridFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SinglePhaseReservoirHybridFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SolidMechanicsEmbeddedFractures.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SolidMechanicsEmbeddedFractures.hpp index 7da6fb6229..83cee477b4 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SolidMechanicsEmbeddedFractures.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/SolidMechanicsEmbeddedFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -75,17 +75,18 @@ class SolidMechanicsEmbeddedFractures : public MGRStrategyBase< 1 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); // Configure the BoomerAMG solver used as mgr coarse solver for the displacement reduced system - setDisplacementAMG( mgrData.coarseSolver ); + setDisplacementAMG( mgrData.coarseSolver, mgrParams.separateComponents ); } }; diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseFVM.hpp index f88dffdf73..08800ab2d6 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseReservoirFVM.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseReservoirFVM.hpp index 81702aa2f8..09b5b83203 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseReservoirFVM.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalCompositionalMultiphaseReservoirFVM.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalMultiphasePoromechanics.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalMultiphasePoromechanics.hpp index 129e2b4abd..a276456ee3 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalMultiphasePoromechanics.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalMultiphasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -75,20 +75,20 @@ class ThermalMultiphasePoromechanics : public MGRStrategyBase< 3 > setupLabels(); // Level 0 - m_levelFRelaxType[0] = MGRFRelaxationType::amgVCycle; - m_levelFRelaxIters[0] = 1; - m_levelInterpType[0] = MGRInterpolationType::jacobi; - m_levelRestrictType[0] = MGRRestrictionType::injection; - m_levelCoarseGridMethod[0] = MGRCoarseGridMethod::nonGalerkin; - m_levelGlobalSmootherType[0] = MGRGlobalSmootherType::none; + m_levelFRelaxType[0] = MGRFRelaxationType::amgVCycle; + m_levelFRelaxIters[0] = 1; + m_levelInterpType[0] = MGRInterpolationType::jacobi; + m_levelRestrictType[0] = MGRRestrictionType::injection; + m_levelCoarseGridMethod[0] = MGRCoarseGridMethod::nonGalerkin; + m_levelGlobalSmootherType[0] = MGRGlobalSmootherType::none; // Level 1 - m_levelFRelaxType[1] = MGRFRelaxationType::jacobi; - m_levelFRelaxIters[1] = 1; - m_levelInterpType[1] = MGRInterpolationType::jacobi; - m_levelRestrictType[1] = MGRRestrictionType::injection; - m_levelCoarseGridMethod[1] = MGRCoarseGridMethod::galerkin; - m_levelGlobalSmootherType[1] = MGRGlobalSmootherType::none; + m_levelFRelaxType[1] = MGRFRelaxationType::jacobi; + m_levelFRelaxIters[1] = 1; + m_levelInterpType[1] = MGRInterpolationType::jacobi; + m_levelRestrictType[1] = MGRRestrictionType::injection; + m_levelCoarseGridMethod[1] = MGRCoarseGridMethod::galerkin; + m_levelGlobalSmootherType[1] = MGRGlobalSmootherType::none; // Level 2 m_levelFRelaxType[2] = MGRFRelaxationType::none; @@ -101,18 +101,18 @@ class ThermalMultiphasePoromechanics : public MGRStrategyBase< 3 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); - // CHECK: the mechanics solver setup was missing: was there a reason? // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure/temperature reduced system setPressureTemperatureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalSinglePhasePoromechanics.hpp b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalSinglePhasePoromechanics.hpp index af5889fc7c..bd0aa80d5d 100644 --- a/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalSinglePhasePoromechanics.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/hypre/mgrStrategies/ThermalSinglePhasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -72,18 +72,18 @@ class ThermalSinglePhasePoromechanics : public MGRStrategyBase< 1 > /** * @brief Setup the MGR strategy. + * @param mgrParams MGR configuration parameters * @param precond preconditioner wrapper * @param mgrData auxiliary MGR data */ - void setup( LinearSolverParameters::MGR const &, + void setup( LinearSolverParameters::MGR const & mgrParams, HyprePrecWrapper & precond, HypreMGRData & mgrData ) { setReduction( precond, mgrData ); - // CHECK: the mechanics solver setup was missing: was there a reason? // Configure the BoomerAMG solver used as F-relaxation for the first level - setMechanicsFSolver( precond, mgrData ); + setMechanicsFSolver( precond, mgrData, mgrParams.separateComponents ); // Configure the BoomerAMG solver used as mgr coarse solver for the pressure/temperature reduced system setPressureTemperatureAMG( mgrData.coarseSolver ); diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.cpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.cpp index d6e9091dc2..a4e3361252 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.hpp index 34dd1a6919..e32eab2ab4 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscExport.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.cpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.cpp index 81334efeda..bb404c744e 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.hpp index 0a9fa8021f..d49caa38ce 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.cpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.cpp index a3a49238d0..1ddf73808e 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.hpp index ea8ab63286..8c1666d4c4 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscMatrix.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.cpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.cpp index 0083c360aa..822bf336aa 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.hpp index d291dfffd1..ac4a989124 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscPreconditioner.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.cpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.cpp index 026e047d81..1470cd2e4a 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.hpp index 9f036afd0d..4264573bda 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscUtils.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscUtils.hpp index b97e623d91..94002ab46b 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscUtils.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.cpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.cpp index 9e923c7245..5e2106127b 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.hpp b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.hpp index 77e06e7324..16a325323f 100644 --- a/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/petsc/PetscVector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.cpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.cpp index bb48bc8433..30537c0764 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.hpp index 5d2b440b95..51e055152b 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraExport.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.cpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.cpp index d6da38b363..4b92501c57 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.hpp index 8866ab1f31..501e5d0391 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraMatrix.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraUtils.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraUtils.hpp index 1d6900dab4..7ca7495574 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraUtils.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.cpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.cpp index 78df1acee3..a928559710 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.hpp index 6605102fa5..0d1b394a00 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/EpetraVector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.cpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.cpp index 2a3b7bd2b8..39c5883876 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.hpp index 4a63c4ce13..6c3a2a0692 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.cpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.cpp index a49a8b03f8..1f2bfb02fa 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.hpp index 9db8a0c50d..2efdf01b19 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosPreconditioner.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.cpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.cpp index df8fed1921..e6dec1a508 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.cpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.hpp b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.hpp index 8e73c1c37e..a8f6b78cb0 100644 --- a/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.hpp +++ b/src/coreComponents/linearAlgebra/interfaces/trilinos/TrilinosSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.cpp b/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.cpp index 089ebfceb5..e8e486916d 100644 --- a/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.cpp +++ b/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.hpp b/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.hpp index 82602e2942..41400be9b2 100644 --- a/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.hpp +++ b/src/coreComponents/linearAlgebra/solvers/BicgstabSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.cpp b/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.cpp index 4e708f936a..4cbbbace18 100644 --- a/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.cpp +++ b/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.hpp b/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.hpp index 390d7549d3..d7648406aa 100644 --- a/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.hpp +++ b/src/coreComponents/linearAlgebra/solvers/BlockPreconditioner.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/CgSolver.cpp b/src/coreComponents/linearAlgebra/solvers/CgSolver.cpp index dfb58db5a9..ca80ddb1c5 100644 --- a/src/coreComponents/linearAlgebra/solvers/CgSolver.cpp +++ b/src/coreComponents/linearAlgebra/solvers/CgSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/CgSolver.hpp b/src/coreComponents/linearAlgebra/solvers/CgSolver.hpp index 28d36c7dce..bc88229735 100644 --- a/src/coreComponents/linearAlgebra/solvers/CgSolver.hpp +++ b/src/coreComponents/linearAlgebra/solvers/CgSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/GmresSolver.cpp b/src/coreComponents/linearAlgebra/solvers/GmresSolver.cpp index 5c1e7eb1bc..f2b801c5d0 100644 --- a/src/coreComponents/linearAlgebra/solvers/GmresSolver.cpp +++ b/src/coreComponents/linearAlgebra/solvers/GmresSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/GmresSolver.hpp b/src/coreComponents/linearAlgebra/solvers/GmresSolver.hpp index 4b11df1b44..1f41810c7d 100644 --- a/src/coreComponents/linearAlgebra/solvers/GmresSolver.hpp +++ b/src/coreComponents/linearAlgebra/solvers/GmresSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/KrylovSolver.cpp b/src/coreComponents/linearAlgebra/solvers/KrylovSolver.cpp index 25dfbbae30..c2c7eb4d59 100644 --- a/src/coreComponents/linearAlgebra/solvers/KrylovSolver.cpp +++ b/src/coreComponents/linearAlgebra/solvers/KrylovSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/KrylovSolver.hpp b/src/coreComponents/linearAlgebra/solvers/KrylovSolver.hpp index 8f0381c391..4485662189 100644 --- a/src/coreComponents/linearAlgebra/solvers/KrylovSolver.hpp +++ b/src/coreComponents/linearAlgebra/solvers/KrylovSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/KrylovUtils.hpp b/src/coreComponents/linearAlgebra/solvers/KrylovUtils.hpp index 5a65b48670..3b69ee74b5 100644 --- a/src/coreComponents/linearAlgebra/solvers/KrylovUtils.hpp +++ b/src/coreComponents/linearAlgebra/solvers/KrylovUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/PreconditionerBlockJacobi.hpp b/src/coreComponents/linearAlgebra/solvers/PreconditionerBlockJacobi.hpp index 6685ba45be..7fe79b244a 100644 --- a/src/coreComponents/linearAlgebra/solvers/PreconditionerBlockJacobi.hpp +++ b/src/coreComponents/linearAlgebra/solvers/PreconditionerBlockJacobi.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/PreconditionerIdentity.hpp b/src/coreComponents/linearAlgebra/solvers/PreconditionerIdentity.hpp index 006b9bfa41..696a8ab481 100644 --- a/src/coreComponents/linearAlgebra/solvers/PreconditionerIdentity.hpp +++ b/src/coreComponents/linearAlgebra/solvers/PreconditionerIdentity.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/PreconditionerJacobi.hpp b/src/coreComponents/linearAlgebra/solvers/PreconditionerJacobi.hpp index fcd4f0490f..e5034cd57e 100644 --- a/src/coreComponents/linearAlgebra/solvers/PreconditionerJacobi.hpp +++ b/src/coreComponents/linearAlgebra/solvers/PreconditionerJacobi.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.cpp b/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.cpp index 735c44ec3c..0c27b3b529 100644 --- a/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.cpp +++ b/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.hpp b/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.hpp index 4c65ef5189..d2b3b6e19a 100644 --- a/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.hpp +++ b/src/coreComponents/linearAlgebra/solvers/SeparateComponentPreconditioner.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testComponentMask.cpp b/src/coreComponents/linearAlgebra/unitTests/testComponentMask.cpp index c5fe76ede5..23aef693db 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testComponentMask.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testComponentMask.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testExternalSolvers.cpp b/src/coreComponents/linearAlgebra/unitTests/testExternalSolvers.cpp index 7c8cebb362..d9ed3a881d 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testExternalSolvers.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testExternalSolvers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testKrylovSolvers.cpp b/src/coreComponents/linearAlgebra/unitTests/testKrylovSolvers.cpp index f3d59a8496..898cfa63f4 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testKrylovSolvers.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testKrylovSolvers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testLinearAlgebraUtils.hpp b/src/coreComponents/linearAlgebra/unitTests/testLinearAlgebraUtils.hpp index b230f7a839..19cd2754d3 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testLinearAlgebraUtils.hpp +++ b/src/coreComponents/linearAlgebra/unitTests/testLinearAlgebraUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testLinearSolverParametersEnums.cpp b/src/coreComponents/linearAlgebra/unitTests/testLinearSolverParametersEnums.cpp index 5194fab06b..689188e9bf 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testLinearSolverParametersEnums.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testLinearSolverParametersEnums.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testMatrices.cpp b/src/coreComponents/linearAlgebra/unitTests/testMatrices.cpp index e5219b37bd..baadb01ce9 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testMatrices.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testMatrices.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testReverseCutHillMcKeeOrdering.cpp b/src/coreComponents/linearAlgebra/unitTests/testReverseCutHillMcKeeOrdering.cpp index 9e5890f989..88db5cb59d 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testReverseCutHillMcKeeOrdering.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testReverseCutHillMcKeeOrdering.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/unitTests/testVectors.cpp b/src/coreComponents/linearAlgebra/unitTests/testVectors.cpp index a90bb2ecb9..927f818b3b 100644 --- a/src/coreComponents/linearAlgebra/unitTests/testVectors.cpp +++ b/src/coreComponents/linearAlgebra/unitTests/testVectors.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/Arnoldi.hpp b/src/coreComponents/linearAlgebra/utilities/Arnoldi.hpp index cd9b427ba6..d399b278b2 100644 --- a/src/coreComponents/linearAlgebra/utilities/Arnoldi.hpp +++ b/src/coreComponents/linearAlgebra/utilities/Arnoldi.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/BlockOperator.hpp b/src/coreComponents/linearAlgebra/utilities/BlockOperator.hpp index 8b49577ce6..f25068efeb 100644 --- a/src/coreComponents/linearAlgebra/utilities/BlockOperator.hpp +++ b/src/coreComponents/linearAlgebra/utilities/BlockOperator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/BlockOperatorView.hpp b/src/coreComponents/linearAlgebra/utilities/BlockOperatorView.hpp index 26daf4818c..a7da7ca9a7 100644 --- a/src/coreComponents/linearAlgebra/utilities/BlockOperatorView.hpp +++ b/src/coreComponents/linearAlgebra/utilities/BlockOperatorView.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/BlockOperatorWrapper.hpp b/src/coreComponents/linearAlgebra/utilities/BlockOperatorWrapper.hpp index b0ac936e2b..4cab49d47e 100644 --- a/src/coreComponents/linearAlgebra/utilities/BlockOperatorWrapper.hpp +++ b/src/coreComponents/linearAlgebra/utilities/BlockOperatorWrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/BlockVector.hpp b/src/coreComponents/linearAlgebra/utilities/BlockVector.hpp index ea78c17e96..c71e0a59c8 100644 --- a/src/coreComponents/linearAlgebra/utilities/BlockVector.hpp +++ b/src/coreComponents/linearAlgebra/utilities/BlockVector.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/BlockVectorView.hpp b/src/coreComponents/linearAlgebra/utilities/BlockVectorView.hpp index bfedf07dc2..626744a796 100644 --- a/src/coreComponents/linearAlgebra/utilities/BlockVectorView.hpp +++ b/src/coreComponents/linearAlgebra/utilities/BlockVectorView.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/BlockVectorWrapper.hpp b/src/coreComponents/linearAlgebra/utilities/BlockVectorWrapper.hpp index d1dcbddb10..b1a7f1ab60 100644 --- a/src/coreComponents/linearAlgebra/utilities/BlockVectorWrapper.hpp +++ b/src/coreComponents/linearAlgebra/utilities/BlockVectorWrapper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/ComponentMask.hpp b/src/coreComponents/linearAlgebra/utilities/ComponentMask.hpp index 7d7a0b019a..a27d1a37a6 100644 --- a/src/coreComponents/linearAlgebra/utilities/ComponentMask.hpp +++ b/src/coreComponents/linearAlgebra/utilities/ComponentMask.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/InverseNormalOperator.hpp b/src/coreComponents/linearAlgebra/utilities/InverseNormalOperator.hpp index f5f7051018..977135fb41 100644 --- a/src/coreComponents/linearAlgebra/utilities/InverseNormalOperator.hpp +++ b/src/coreComponents/linearAlgebra/utilities/InverseNormalOperator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/LAIHelperFunctions.hpp b/src/coreComponents/linearAlgebra/utilities/LAIHelperFunctions.hpp index 477e5485c7..6a06e31058 100644 --- a/src/coreComponents/linearAlgebra/utilities/LAIHelperFunctions.hpp +++ b/src/coreComponents/linearAlgebra/utilities/LAIHelperFunctions.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/LinearSolverParameters.hpp b/src/coreComponents/linearAlgebra/utilities/LinearSolverParameters.hpp index 3c47e40e37..803946ac95 100644 --- a/src/coreComponents/linearAlgebra/utilities/LinearSolverParameters.hpp +++ b/src/coreComponents/linearAlgebra/utilities/LinearSolverParameters.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -118,7 +118,7 @@ struct LinearSolverParameters real64 relTolerance = 1e-6; ///< Relative convergence tolerance for iterative solvers integer maxIterations = 200; ///< Max iterations before declaring convergence failure #if GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_CUDA || GEOS_USE_HYPRE_DEVICE == GEOS_USE_HYPRE_HIP - integer maxRestart = 50; ///< Max number of vectors in Krylov basis before restarting (GPUs) + integer maxRestart = 100; ///< Max number of vectors in Krylov basis before restarting (GPUs) #else integer maxRestart = 200; ///< Max number of vectors in Krylov basis before restarting (CPUs) #endif @@ -184,7 +184,9 @@ struct LinearSolverParameters l1sgs, ///< l1-Symmetric Gauss-Seidel chebyshev, ///< Chebyshev polynomial (GPU support in hypre) direct, ///< Direct solver as preconditioner - bgs ///< Gauss-Seidel smoothing (backward sweep) + bgs, ///< Gauss-Seidel smoothing (backward sweep) + gsElimWPivoting, ///< Gaussian Elimination with pivoting direct solver + gsElimWInverse ///< Direct inverse with Gaussian Elimination }; /// AMG coarsening types (HYPRE only) @@ -298,9 +300,8 @@ struct LinearSolverParameters StrategyType strategy = StrategyType::invalid; ///< Predefined MGR solution strategy (solver specific) integer separateComponents = false; ///< Apply a separate displacement component (SDC) filter before AMG construction - string displacementFieldName; ///< Displacement field name need for SDC filter - integer areWellsShut = false; ///< Flag to let MGR know that wells are shut, and that jacobi can be applied to the - ///< well block + integer areWellsShut = false; ///< Flag to let MGR know that wells are shut, and that jacobi can be applied to the + ///< well block } mgr; ///< Multigrid reduction (MGR) parameters @@ -424,7 +425,9 @@ ENUM_STRINGS( LinearSolverParameters::AMG::CoarseType, "l1sgs", "chebyshev", "direct", - "bgs" ); + "bgs", + "gsElimWPivoting", + "gsElimWInverse" ); /// Declare strings associated with enumeration values. ENUM_STRINGS( LinearSolverParameters::AMG::CoarseningType, diff --git a/src/coreComponents/linearAlgebra/utilities/LinearSolverResult.hpp b/src/coreComponents/linearAlgebra/utilities/LinearSolverResult.hpp index 90d6365f22..3a12e612a7 100644 --- a/src/coreComponents/linearAlgebra/utilities/LinearSolverResult.hpp +++ b/src/coreComponents/linearAlgebra/utilities/LinearSolverResult.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/NormalOperator.hpp b/src/coreComponents/linearAlgebra/utilities/NormalOperator.hpp index 466808c017..2382af2e0c 100644 --- a/src/coreComponents/linearAlgebra/utilities/NormalOperator.hpp +++ b/src/coreComponents/linearAlgebra/utilities/NormalOperator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.cpp b/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.cpp index 4631d42f70..8716ee585e 100644 --- a/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.cpp +++ b/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.hpp b/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.hpp index bed455a783..01b8479b96 100644 --- a/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.hpp +++ b/src/coreComponents/linearAlgebra/utilities/ReverseCutHillMcKeeOrdering.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/linearAlgebra/utilities/TransposeOperator.hpp b/src/coreComponents/linearAlgebra/utilities/TransposeOperator.hpp index cd623bddf7..18d1ed2c35 100644 --- a/src/coreComponents/linearAlgebra/utilities/TransposeOperator.hpp +++ b/src/coreComponents/linearAlgebra/utilities/TransposeOperator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/CMakeLists.txt b/src/coreComponents/mainInterface/CMakeLists.txt index af6b85e76c..a7b02f9504 100644 --- a/src/coreComponents/mainInterface/CMakeLists.txt +++ b/src/coreComponents/mainInterface/CMakeLists.txt @@ -1,3 +1,25 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: mainInterface + +Contains: + - GEOS `main` entry point. + - the class managing the operation flow of the problem being ran in GEOS. + - basic initialization and environment setup routines. +#]] + # # Specify all headers # diff --git a/src/coreComponents/mainInterface/GeosxState.cpp b/src/coreComponents/mainInterface/GeosxState.cpp index 8aceec8899..12cb2baf62 100644 --- a/src/coreComponents/mainInterface/GeosxState.cpp +++ b/src/coreComponents/mainInterface/GeosxState.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/GeosxState.hpp b/src/coreComponents/mainInterface/GeosxState.hpp index 888bef6d7d..43d44de667 100644 --- a/src/coreComponents/mainInterface/GeosxState.hpp +++ b/src/coreComponents/mainInterface/GeosxState.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/GeosxVersion.hpp.in b/src/coreComponents/mainInterface/GeosxVersion.hpp.in index 4d523fbf5b..57e801ba7f 100644 --- a/src/coreComponents/mainInterface/GeosxVersion.hpp.in +++ b/src/coreComponents/mainInterface/GeosxVersion.hpp.in @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/ProblemManager.cpp b/src/coreComponents/mainInterface/ProblemManager.cpp index 7e811191bb..652c1d3193 100644 --- a/src/coreComponents/mainInterface/ProblemManager.cpp +++ b/src/coreComponents/mainInterface/ProblemManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -39,6 +39,7 @@ #include "fileIO/Outputs/OutputBase.hpp" #include "fileIO/Outputs/OutputManager.hpp" #include "functions/FunctionManager.hpp" +#include "mesh/ExternalDataSourceManager.hpp" #include "mesh/DomainPartition.hpp" #include "mesh/MeshBody.hpp" #include "mesh/MeshManager.hpp" @@ -73,6 +74,8 @@ ProblemManager::ProblemManager( conduit::Node & root ): setInputFlags( InputFlags::PROBLEM_ROOT ); + registerGroup< ExternalDataSourceManager >( groupKeys.externalDataSourceManager ); + m_fieldSpecificationManager = ®isterGroup< FieldSpecificationManager >( groupKeys.fieldSpecificationManager ); m_eventManager = ®isterGroup< EventManager >( groupKeys.eventManager ); diff --git a/src/coreComponents/mainInterface/ProblemManager.hpp b/src/coreComponents/mainInterface/ProblemManager.hpp index 7787b31bff..8ff875005d 100644 --- a/src/coreComponents/mainInterface/ProblemManager.hpp +++ b/src/coreComponents/mainInterface/ProblemManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -243,6 +243,7 @@ class ProblemManager : public dataRepository::Group dataRepository::GroupKey constitutiveManager = { "Constitutive" }; ///< Constitutive key dataRepository::GroupKey domain = { "domain" }; ///< Domain key dataRepository::GroupKey eventManager = { "Events" }; ///< Events key + dataRepository::GroupKey externalDataSourceManager = { "ExternalDataSource" }; ///< External Data Source key dataRepository::GroupKey fieldSpecificationManager = { "FieldSpecifications" }; ///< Field specification key dataRepository::GroupKey functionManager = { "Functions" }; ///< Functions key dataRepository::GroupKey geometricObjectManager = { "Geometry" }; ///< Geometry key diff --git a/src/coreComponents/mainInterface/initialization.cpp b/src/coreComponents/mainInterface/initialization.cpp index 71388045b0..c33da0c59a 100644 --- a/src/coreComponents/mainInterface/initialization.cpp +++ b/src/coreComponents/mainInterface/initialization.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/initialization.hpp b/src/coreComponents/mainInterface/initialization.hpp index 8f8eb32ad2..85cd433106 100644 --- a/src/coreComponents/mainInterface/initialization.hpp +++ b/src/coreComponents/mainInterface/initialization.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/version.cpp b/src/coreComponents/mainInterface/version.cpp index e478d0cf1f..0ed60fc6b1 100644 --- a/src/coreComponents/mainInterface/version.cpp +++ b/src/coreComponents/mainInterface/version.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mainInterface/version.hpp b/src/coreComponents/mainInterface/version.hpp index 4187c7d032..8d4847c949 100644 --- a/src/coreComponents/mainInterface/version.hpp +++ b/src/coreComponents/mainInterface/version.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/math/CMakeLists.txt b/src/coreComponents/math/CMakeLists.txt index 53c52e1abd..9af283583e 100644 --- a/src/coreComponents/math/CMakeLists.txt +++ b/src/coreComponents/math/CMakeLists.txt @@ -1,3 +1,22 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package : math + +Contains interpolation and extrapolation math functions. +#]] + # # Specify all headers # @@ -6,12 +25,12 @@ set( math_headers extrapolation/Extrapolation.hpp) blt_add_library( NAME math - SOURCES + SOURCES HEADERS ${math_headers} - DEPENDS_ON + DEPENDS_ON SHARED FALSE ) - + target_include_directories( math INTERFACE ${CMAKE_SOURCE_DIR}/coreComponents ) install( TARGETS math LIBRARY DESTINATION ${CMAKE_INSTALL_PREFIX}/lib ) diff --git a/src/coreComponents/math/extrapolation/Extrapolation.hpp b/src/coreComponents/math/extrapolation/Extrapolation.hpp index fe79a94913..9df48fdefb 100644 --- a/src/coreComponents/math/extrapolation/Extrapolation.hpp +++ b/src/coreComponents/math/extrapolation/Extrapolation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/math/interpolation/Interpolation.hpp b/src/coreComponents/math/interpolation/Interpolation.hpp index 5a20e9ec7a..1b72fe943b 100644 --- a/src/coreComponents/math/interpolation/Interpolation.hpp +++ b/src/coreComponents/math/interpolation/Interpolation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/BufferOps.cpp b/src/coreComponents/mesh/BufferOps.cpp index 7225ad5284..408e11839a 100644 --- a/src/coreComponents/mesh/BufferOps.cpp +++ b/src/coreComponents/mesh/BufferOps.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/BufferOps.hpp b/src/coreComponents/mesh/BufferOps.hpp index 1d18096a12..ef6b926ac8 100644 --- a/src/coreComponents/mesh/BufferOps.hpp +++ b/src/coreComponents/mesh/BufferOps.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/CMakeLists.txt b/src/coreComponents/mesh/CMakeLists.txt index f6fbb61e2e..05f09e22dc 100644 --- a/src/coreComponents/mesh/CMakeLists.txt +++ b/src/coreComponents/mesh/CMakeLists.txt @@ -1,4 +1,29 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: mesh + +Contains: + - components allowing to import, store and access the mesh. + - partitioning and communication tools (ParMETIS, Scotch and VTK interfaces). + - GEOS components defining simple geometric objects. + - basic geometric and mesh utilities. +#]] + +# # Specify all headers +# set( mesh_headers BufferOps.hpp CellElementRegion.hpp @@ -10,6 +35,8 @@ set( mesh_headers ElementRegionManager.hpp ElementSubRegionBase.hpp ElementType.hpp + ExternalDataSourceBase.hpp + ExternalDataSourceManager.hpp EmbeddedSurfaceNodeManager.hpp EmbeddedSurfaceSubRegion.hpp MeshFields.hpp @@ -55,12 +82,13 @@ set( mesh_headers generators/InternalMeshGenerator.hpp generators/InternalWellGenerator.hpp generators/InternalWellboreGenerator.hpp + generators/MeshComponentBase.hpp generators/MeshGeneratorBase.hpp generators/ParMETISInterface.hpp generators/ParticleMeshGenerator.hpp generators/PartitionDescriptor.hpp generators/PrismUtilities.hpp - generators/WellGeneratorABC.hpp + generators/Region.hpp generators/WellGeneratorBase.hpp mpiCommunications/CommID.hpp mpiCommunications/CommunicationTools.hpp @@ -78,13 +106,15 @@ set( mesh_headers simpleGeometricObjects/SimpleGeometricObjectBase.hpp simpleGeometricObjects/PlanarGeometricObject.hpp simpleGeometricObjects/ThickPlane.hpp - utilities/AverageOverQuadraturePointsKernel.hpp + utilities/AverageOverQuadraturePointsKernel.hpp utilities/CIcomputationKernel.hpp utilities/ComputationalGeometry.hpp utilities/MeshMapUtilities.hpp utilities/StructuredGridUtilities.hpp ) +# # Specify all sources +# set( mesh_sources BufferOps.cpp CellElementRegion.cpp @@ -97,6 +127,8 @@ set( mesh_sources ElementSubRegionBase.cpp EmbeddedSurfaceNodeManager.cpp EmbeddedSurfaceSubRegion.cpp + ExternalDataSourceBase.cpp + ExternalDataSourceManager.cpp FaceElementSubRegion.cpp FaceManager.cpp MeshBody.cpp @@ -129,9 +161,11 @@ set( mesh_sources generators/InternalMeshGenerator.cpp generators/InternalWellGenerator.cpp generators/InternalWellboreGenerator.cpp + generators/MeshComponentBase.cpp generators/MeshGeneratorBase.cpp generators/ParMETISInterface.cpp generators/ParticleMeshGenerator.cpp + generators/Region.cpp generators/WellGeneratorBase.cpp mpiCommunications/CommID.cpp mpiCommunications/CommunicationTools.cpp @@ -157,6 +191,7 @@ if( ENABLE_VTK ) set( mesh_headers ${mesh_headers} generators/CollocatedNodes.hpp generators/VTKFaceBlockUtilities.hpp + generators/VTKHierarchicalDataSource.hpp generators/VTKMeshGenerator.hpp generators/VTKMeshGeneratorTools.hpp generators/VTKWellGenerator.hpp @@ -165,11 +200,12 @@ if( ENABLE_VTK ) set( mesh_sources ${mesh_sources} generators/CollocatedNodes.cpp generators/VTKFaceBlockUtilities.cpp + generators/VTKHierarchicalDataSource.cpp generators/VTKMeshGenerator.cpp generators/VTKMeshGeneratorTools.cpp generators/VTKWellGenerator.cpp generators/VTKUtilities.cpp - ) + ) list( APPEND dependencyList VTK::IOLegacy VTK::FiltersParallelDIY2 ) if( ENABLE_MPI ) list( APPEND dependencyList VTK::IOParallelXML VTK::ParallelMPI ) diff --git a/src/coreComponents/mesh/CellElementRegion.cpp b/src/coreComponents/mesh/CellElementRegion.cpp index da3aabb63b..4207cdefdc 100644 --- a/src/coreComponents/mesh/CellElementRegion.cpp +++ b/src/coreComponents/mesh/CellElementRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/CellElementRegion.hpp b/src/coreComponents/mesh/CellElementRegion.hpp index e2156ceb80..95d9d978de 100644 --- a/src/coreComponents/mesh/CellElementRegion.hpp +++ b/src/coreComponents/mesh/CellElementRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/CellElementRegionSelector.cpp b/src/coreComponents/mesh/CellElementRegionSelector.cpp index 80047d71c7..f5bbc00611 100644 --- a/src/coreComponents/mesh/CellElementRegionSelector.cpp +++ b/src/coreComponents/mesh/CellElementRegionSelector.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/mesh/CellElementRegionSelector.hpp b/src/coreComponents/mesh/CellElementRegionSelector.hpp index 962f99aca1..d3d1c6a840 100644 --- a/src/coreComponents/mesh/CellElementRegionSelector.hpp +++ b/src/coreComponents/mesh/CellElementRegionSelector.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/mesh/CellElementSubRegion.cpp b/src/coreComponents/mesh/CellElementSubRegion.cpp index 0b13ba2dea..d324b6189c 100644 --- a/src/coreComponents/mesh/CellElementSubRegion.cpp +++ b/src/coreComponents/mesh/CellElementSubRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -192,6 +192,11 @@ localIndex CellElementSubRegion::unpackUpDownMaps( buffer_unit_type const * & bu this->globalToLocalMap(), faceList().relatedObjectGlobalToLocal() ); + + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInNodelist.size(), 0 ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInEdgelist.size(), 0 ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInFacelist.size(), 0 ); + return unPackedSize; } diff --git a/src/coreComponents/mesh/CellElementSubRegion.hpp b/src/coreComponents/mesh/CellElementSubRegion.hpp index b230a64bdb..cdb158fa88 100644 --- a/src/coreComponents/mesh/CellElementSubRegion.hpp +++ b/src/coreComponents/mesh/CellElementSubRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/DomainPartition.cpp b/src/coreComponents/mesh/DomainPartition.cpp index 0dd8a8a362..befc10b485 100644 --- a/src/coreComponents/mesh/DomainPartition.cpp +++ b/src/coreComponents/mesh/DomainPartition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -328,24 +328,8 @@ void DomainPartition::outputPartitionInformation() const return std::make_pair( objectManager.getNumberOfLocalIndices(), objectManager.getNumberOfGhosts() ); }; - auto addCommaSeparators = []( localIndex const num ) - { - std::string const numStr = std::to_string( num ); - std::string result; - for( std::size_t i = 0; i < numStr.size(); ++i ) - { - result += numStr[i]; - if( ( numStr.size() - i - 1 ) % 3 == 0 && i != numStr.size() - 1 ) - { - result += ","; - } - } - return result; - }; - GEOS_LOG_RANK_0( "MPI Partition information:" ); - forMeshBodies( [&]( MeshBody const & meshBody ) { meshBody.getMeshLevels().forSubGroupsIndex< MeshLevel >( [&]( int const level, MeshLevel const & meshLevel ) @@ -427,24 +411,24 @@ void DomainPartition::outputPartitionInformation() const GEOS_LOG_RANK_0( GEOS_FMT( " | min | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} |", - addCommaSeparators( minNumLocalNodes ), - addCommaSeparators( minNumGhostNodes ), - addCommaSeparators( minNumLocalEdges ), - addCommaSeparators( minNumGhostEdges ), - addCommaSeparators( minNumLocalFaces ), - addCommaSeparators( minNumGhostFaces ), - addCommaSeparators( minNumLocalElems ), - addCommaSeparators( minNumGhostElems ) ) ); + stringutilities::addCommaSeparators( minNumLocalNodes ), + stringutilities::addCommaSeparators( minNumGhostNodes ), + stringutilities::addCommaSeparators( minNumLocalEdges ), + stringutilities::addCommaSeparators( minNumGhostEdges ), + stringutilities::addCommaSeparators( minNumLocalFaces ), + stringutilities::addCommaSeparators( minNumGhostFaces ), + stringutilities::addCommaSeparators( minNumLocalElems ), + stringutilities::addCommaSeparators( minNumGhostElems ) ) ); GEOS_LOG_RANK_0( GEOS_FMT( " | max | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} |", - addCommaSeparators( maxNumLocalNodes ), - addCommaSeparators( maxNumGhostNodes ), - addCommaSeparators( maxNumLocalEdges ), - addCommaSeparators( maxNumGhostEdges ), - addCommaSeparators( maxNumLocalFaces ), - addCommaSeparators( maxNumGhostFaces ), - addCommaSeparators( maxNumLocalElems ), - addCommaSeparators( maxNumGhostElems ) ) ); + stringutilities::addCommaSeparators( maxNumLocalNodes ), + stringutilities::addCommaSeparators( maxNumGhostNodes ), + stringutilities::addCommaSeparators( maxNumLocalEdges ), + stringutilities::addCommaSeparators( maxNumGhostEdges ), + stringutilities::addCommaSeparators( maxNumLocalFaces ), + stringutilities::addCommaSeparators( maxNumGhostFaces ), + stringutilities::addCommaSeparators( maxNumLocalElems ), + stringutilities::addCommaSeparators( maxNumGhostElems ) ) ); GEOS_LOG_RANK_0( " |------------------------------------------------------------------------------------------------------------------------------------------------|" ); @@ -456,14 +440,14 @@ void DomainPartition::outputPartitionInformation() const { GEOS_LOG( GEOS_FMT( " | {:14} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | {:>13} | ", rank, - addCommaSeparators( numLocalNodes ), - addCommaSeparators( numGhostNodes ), - addCommaSeparators( numLocalEdges ), - addCommaSeparators( numGhostEdges ), - addCommaSeparators( numLocalFaces ), - addCommaSeparators( numGhostFaces ), - addCommaSeparators( numLocalElems ), - addCommaSeparators( numGhostElems ) ) ); + stringutilities::addCommaSeparators( numLocalNodes ), + stringutilities::addCommaSeparators( numGhostNodes ), + stringutilities::addCommaSeparators( numLocalEdges ), + stringutilities::addCommaSeparators( numGhostEdges ), + stringutilities::addCommaSeparators( numLocalFaces ), + stringutilities::addCommaSeparators( numGhostFaces ), + stringutilities::addCommaSeparators( numLocalElems ), + stringutilities::addCommaSeparators( numGhostElems ) ) ); } MpiWrapper::barrier(); } diff --git a/src/coreComponents/mesh/DomainPartition.hpp b/src/coreComponents/mesh/DomainPartition.hpp index c15eb22410..0af42ee925 100644 --- a/src/coreComponents/mesh/DomainPartition.hpp +++ b/src/coreComponents/mesh/DomainPartition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/EdgeManager.cpp b/src/coreComponents/mesh/EdgeManager.cpp index 6ef8d9daf9..f8227cb4a6 100644 --- a/src/coreComponents/mesh/EdgeManager.cpp +++ b/src/coreComponents/mesh/EdgeManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -270,6 +270,7 @@ localIndex EdgeManager::unpackUpDownMaps( buffer_unit_type const * & buffer, m_toFacesRelation.relatedObjectGlobalToLocal(), overwriteUpMaps ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToNodes.size(), 0 ); return unPackedSize; } diff --git a/src/coreComponents/mesh/EdgeManager.hpp b/src/coreComponents/mesh/EdgeManager.hpp index eedcc23a4d..f955b9dd83 100644 --- a/src/coreComponents/mesh/EdgeManager.hpp +++ b/src/coreComponents/mesh/EdgeManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ElementRegionBase.cpp b/src/coreComponents/mesh/ElementRegionBase.cpp index 844827c28b..9730453501 100644 --- a/src/coreComponents/mesh/ElementRegionBase.cpp +++ b/src/coreComponents/mesh/ElementRegionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ElementRegionBase.hpp b/src/coreComponents/mesh/ElementRegionBase.hpp index f2050f351b..60f0f9b7a5 100644 --- a/src/coreComponents/mesh/ElementRegionBase.hpp +++ b/src/coreComponents/mesh/ElementRegionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ElementRegionManager.cpp b/src/coreComponents/mesh/ElementRegionManager.cpp index 6f3669a0a1..18da04ec06 100644 --- a/src/coreComponents/mesh/ElementRegionManager.cpp +++ b/src/coreComponents/mesh/ElementRegionManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,6 +18,7 @@ #include "ElementRegionManager.hpp" +#include "common/DataLayouts.hpp" #include "common/TimingMacros.hpp" #include "mesh/mpiCommunications/CommunicationTools.hpp" #include "SurfaceElementRegion.hpp" @@ -30,6 +31,7 @@ #include "mesh/generators/LineBlockABC.hpp" #include "mesh/CellElementRegionSelector.hpp" + namespace geos { using namespace dataRepository; @@ -73,7 +75,7 @@ Group * ElementRegionManager::createChild( string const & childKey, string const { GEOS_ERROR_IF( !(CatalogInterface::hasKeyName( childKey )), "KeyName ("<getGroup( ElementRegionManager::groupKeyStruct::elementRegionsGroup() ); return &elementRegions.registerGroup( childName, @@ -149,18 +151,31 @@ void ElementRegionManager::generateMesh( CellBlockManagerABC const & cellBlockMa array2d< localIndex > const blockToSubRegion = this->getCellBlockToSubRegionMap( cellBlockManager ); this->forElementRegions< SurfaceElementRegion >( [&]( SurfaceElementRegion & elemRegion ) { - SurfaceElementSubRegion & subRegion = elemRegion.getUniqueSubRegion< SurfaceElementSubRegion >(); + SurfaceElementSubRegion & surfaceSubRegion = elemRegion.getUniqueSubRegion< SurfaceElementSubRegion >(); // While indicated as containing element subregion information, // `relation` currently contains cell block information // that will be transformed into element subregion information. // This is why we copy the information into a temporary, // which frees space for the final information (of same size). - OrderedVariableToManyElementRelation & relation = subRegion.getToCellRelation(); - ToCellRelation< ArrayOfArrays< localIndex > > const tmp( relation.m_toElementSubRegion, - relation.m_toElementIndex ); - meshMapUtilities::transformCellBlockToRegionMap< parallelHostPolicy >( blockToSubRegion.toViewConst(), - tmp, - relation ); + if( auto * const faceElementSubRegion = dynamic_cast< FaceElementSubRegion * >( &surfaceSubRegion ) ) + { + FixedToManyElementRelation & relation = faceElementSubRegion->getToCellRelation(); + ToCellRelation< array2d< localIndex > > const tmp( relation.m_toElementSubRegion, + relation.m_toElementIndex ); + + meshMapUtilities::transformCellBlockToRegionMap< parallelHostPolicy >( blockToSubRegion.toViewConst(), + tmp, + relation ); + } + else if( auto * const embeddedSurfaceSubRegion = dynamic_cast< EmbeddedSurfaceSubRegion * >( &surfaceSubRegion ) ) + { + OrderedVariableToManyElementRelation & relation = embeddedSurfaceSubRegion->getToCellRelation(); + ToCellRelation< ArrayOfArrays< localIndex > > const tmp( relation.m_toElementSubRegion, + relation.m_toElementIndex ); + meshMapUtilities::transformCellBlockToRegionMap< parallelHostPolicy >( blockToSubRegion.toViewConst(), + tmp, + relation ); + } } ); } @@ -521,14 +536,6 @@ int ElementRegionManager::packUpDownMapsImpl( buffer_unit_type * & buffer, return packedSize; } -//template int -//ElementRegionManager:: -//PackUpDownMapsImpl( buffer_unit_type * & buffer, -// ElementViewAccessor> const & packList ) const; -//template int -//ElementRegionManager:: -//PackUpDownMapsImpl( buffer_unit_type * & buffer, -// ElementViewAccessor> const & packList ) const; int ElementRegionManager::unpackUpDownMaps( buffer_unit_type const * & buffer, @@ -564,6 +571,98 @@ ElementRegionManager::unpackUpDownMaps( buffer_unit_type const * & buffer, return unpackedSize; } +int ElementRegionManager::packFaceElementToFaceSize( ElementViewAccessor< arrayView1d< localIndex > > const & packList ) const +{ + buffer_unit_type * junk = nullptr; + return packFaceElementToFaceImpl< false >( junk, packList ); +} + +int ElementRegionManager::packFaceElementToFace( buffer_unit_type * & buffer, + ElementViewAccessor< arrayView1d< localIndex > > const & packList ) const +{ + return packFaceElementToFaceImpl< true >( buffer, packList ); +} + +template< bool DO_PACKING, typename T > +int ElementRegionManager::packFaceElementToFaceImpl( buffer_unit_type * & buffer, + T const & packList ) const +{ + int packedSize = 0; + + packedSize += bufferOps::Pack< DO_PACKING >( buffer, numRegions() ); + + for( typename dataRepository::indexType kReg=0; kReg( buffer, elemRegion.getName() ); + + + + localIndex numFaceElementSubregions = 0; + elemRegion.forElementSubRegionsIndex< FaceElementSubRegion >( + [&]( localIndex const, FaceElementSubRegion const & ) + { + ++numFaceElementSubregions; + } ); + + + packedSize += bufferOps::Pack< DO_PACKING >( buffer, numFaceElementSubregions ); + + elemRegion.forElementSubRegionsIndex< FaceElementSubRegion >( + [&]( localIndex const esr, FaceElementSubRegion const & subRegion ) + { + packedSize += bufferOps::Pack< DO_PACKING >( buffer, subRegion.getName() ); + + arrayView1d< localIndex > const elemList = packList[kReg][esr]; + if( DO_PACKING ) + { + packedSize += subRegion.packToFaceRelation( buffer, elemList ); + } + else + { + packedSize += subRegion.packToFaceRelationSize( elemList ); + } + } ); + } + + return packedSize; +} + + +int +ElementRegionManager::unpackFaceElementToFace( buffer_unit_type const * & buffer, + ElementReferenceAccessor< localIndex_array > & packList, + bool const overwriteMap ) +{ + int unpackedSize = 0; + + localIndex numRegionsRead; + unpackedSize += bufferOps::Unpack( buffer, numRegionsRead ); + for( localIndex kReg=0; kReg( + [&]( localIndex const kSubReg, FaceElementSubRegion & subRegion ) + { + string subRegionName; + unpackedSize += bufferOps::Unpack( buffer, subRegionName ); + GEOS_ERROR_IF( subRegionName != subRegion.getName(), + "Unpacked subregion name (" << subRegionName << ") does not equal object name (" << subRegion.getName() << ")" ); + + localIndex_array & elemList = packList[kReg][kSubReg]; + unpackedSize += subRegion.unpackToFaceRelation( buffer, elemList, false, overwriteMap ); + } ); + } + + return unpackedSize; +} + + int ElementRegionManager::packFracturedElementsSize( ElementViewAccessor< arrayView1d< localIndex > > const & packList, string const fractureRegionName ) const { @@ -693,6 +792,94 @@ ElementRegionManager::getCellBlockToSubRegionMap( CellBlockManagerABC const & ce return blockMap; } +void ElementRegionManager::outputObjectConnectivity() const +{ + int const numRanks = MpiWrapper::commSize(); + int const thisRank = MpiWrapper::commRank(); + + for( int rank=0; rankgetName().c_str() ); + + forElementRegions< CellElementRegion >( [&]( CellElementRegion const & elemRegion ) + { + elemRegion.forElementSubRegions< CellElementSubRegion >( [&]( CellElementSubRegion const & subRegion ) + { + printf( " %s\n", subRegion.getName().c_str() ); + + CellElementSubRegion::NodeMapType const & elemToNodeRelation = subRegion.nodeList(); + arrayView2d< localIndex const, cells::NODE_MAP_USD > const elemToNode = elemToNodeRelation; + arrayView1d< globalIndex const > const & elemLocalToGlobal = subRegion.localToGlobalMap(); + auto const & elemGlobalToLocal = subRegion.globalToLocalMap(); + arrayView1d< globalIndex const > const & nodeLocalToGlobal = elemToNodeRelation.relatedObjectLocalToGlobal(); + auto const & refCoords = getParent().getGroup< NodeManager >( "nodeManager" ).referencePosition(); + + printf( " ElementToNodes map:\n" ); + for( localIndex k=0; k const sortedGlobalToLocalMap( elemGlobalToLocal.begin(), + elemGlobalToLocal.end()); + for( auto indexPair : sortedGlobalToLocalMap ) + { + globalIndex const gk = indexPair.first; + localIndex const k = indexPair.second; + + printf( " %3d( %3lld ): ", k, gk ); + for( localIndex a=0; a & packList, bool const overwriteMap ); + + /** + * @brief Get the buffer size needed to pack element-to-node and element-to-face maps. + * @param packList list of indices to pack + * @return the size of data packed. + */ + int packFaceElementToFaceSize( ElementViewAccessor< arrayView1d< localIndex > > const & packList ) const; + + /** + * @brief Pack element-to-node and element-to-face maps. + * @param buffer pointer to the buffer to be packed + * @param packList list of indices to pack + * @return the size of data packed. + */ + int packFaceElementToFace( buffer_unit_type * & buffer, + ElementViewAccessor< arrayView1d< localIndex > > const & packList ) const; + + /** + * @brief Unpack element-to-node and element-to-face maps. + * @param buffer pointer to the buffer to be unpacked + * @param packList list of indices to pack + * @param overwriteMap flag to indicate whether to overwrite the local map + * @return the size of data packed. + */ + int unpackFaceElementToFace( buffer_unit_type const * & buffer, + ElementReferenceAccessor< localIndex_array > & packList, + bool const overwriteMap ); + /** * @brief Get the buffer size needed to pack the set of fractured elements and the map toEmbSurfaces. * @param packList list of indices to pack @@ -1121,6 +1149,12 @@ class ElementRegionManager : public ObjectManagerBase ElementReferenceAccessor< localIndex_array > & packList, string const fractureRegionName ); + /** + * @brief Function to output connectivity in order to assist debugging issues + * with object connectivity. + */ + virtual void outputObjectConnectivity() const override final; + private: @@ -1154,6 +1188,12 @@ class ElementRegionManager : public ObjectManagerBase int packUpDownMapsImpl( buffer_unit_type * & buffer, T const & packList ) const; + + template< bool DO_PACKING, typename T > + int + packFaceElementToFaceImpl( buffer_unit_type * & buffer, + T const & packList ) const; + /** * @brief Unpack element-to-node and element-to-face maps. * @param buffer pointer to the buffer to be unpacked diff --git a/src/coreComponents/mesh/ElementSubRegionBase.cpp b/src/coreComponents/mesh/ElementSubRegionBase.cpp index f3dc3a2374..6234dbaca9 100644 --- a/src/coreComponents/mesh/ElementSubRegionBase.cpp +++ b/src/coreComponents/mesh/ElementSubRegionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ElementSubRegionBase.hpp b/src/coreComponents/mesh/ElementSubRegionBase.hpp index 74bd710a31..c61289839c 100644 --- a/src/coreComponents/mesh/ElementSubRegionBase.hpp +++ b/src/coreComponents/mesh/ElementSubRegionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ElementType.hpp b/src/coreComponents/mesh/ElementType.hpp index 0dd913402c..0ebb7ba5e0 100644 --- a/src/coreComponents/mesh/ElementType.hpp +++ b/src/coreComponents/mesh/ElementType.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.cpp b/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.cpp index dd18ab4439..d8d053b795 100644 --- a/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.cpp +++ b/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.hpp b/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.hpp index fdb11f62c9..7d49caf0ff 100644 --- a/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.hpp +++ b/src/coreComponents/mesh/EmbeddedSurfaceNodeManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.cpp b/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.cpp index 83f603d999..875d23b289 100644 --- a/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.cpp +++ b/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -43,7 +43,8 @@ EmbeddedSurfaceSubRegion::EmbeddedSurfaceSubRegion( string const & name, SurfaceElementSubRegion( name, parent ), m_numOfJumpEnrichments( 3 ), m_connectivityIndex(), - m_parentPlaneName() + m_parentPlaneName(), + m_2dElemToElems() { m_elementType = ElementType::Polygon; @@ -63,10 +64,25 @@ EmbeddedSurfaceSubRegion::EmbeddedSurfaceSubRegion( string const & name, setRTTypeName( rtTypes::CustomTypes::groupNameRefArray ). setDescription( "A map of surface element to the parent fracture name" ); + registerWrapper( viewKeyStruct::surfaceElementsToCellRegionsString(), &m_2dElemToElems.m_toElementRegion ). + setPlotLevel( PlotLevel::NOPLOT ). + setDescription( "A map of face element local indices to the cell local indices" ); + + registerWrapper( viewKeyStruct::surfaceElementsToCellSubRegionsString(), &m_2dElemToElems.m_toElementSubRegion ). + setPlotLevel( PlotLevel::NOPLOT ). + setDescription( "A map of face element local indices to the cell local indices" ); + + registerWrapper( viewKeyStruct::surfaceElementsToCellIndexString(), &m_2dElemToElems.m_toElementIndex ). + setPlotLevel( PlotLevel::NOPLOT ). + setDescription( "A map of face element local indices to the cell local indices" ); + m_normalVector.resizeDimension< 1 >( 3 ); m_tangentVector1.resizeDimension< 1 >( 3 ); m_tangentVector2.resizeDimension< 1 >( 3 ); m_2dElemToElems.resize( 0, 1 ); + + m_2dElemToElems.setElementRegionManager( dynamicCast< ElementRegionManager & >( getParent().getParent().getParent().getParent() ) ); + } void EmbeddedSurfaceSubRegion::calculateElementGeometricQuantities( NodeManager const & GEOS_UNUSED_PARAM( nodeManager ), diff --git a/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.hpp b/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.hpp index 311b8aec61..5baa73ec27 100644 --- a/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.hpp +++ b/src/coreComponents/mesh/EmbeddedSurfaceSubRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -232,6 +232,23 @@ class EmbeddedSurfaceSubRegion : public SurfaceElementSubRegion */ std::vector< struct surfaceWithGhostNodes > surfaceWithGhostNodes() { return m_surfaceWithGhostNodes; } + /** + * @brief Get the surface element to cells map. + * @return The surface element to cells map + */ + OrderedVariableToManyElementRelation & getToCellRelation() + { + return m_2dElemToElems; + } + + /** + * @copydoc getToCellRelation() + */ + OrderedVariableToManyElementRelation const & getToCellRelation() const + { + return m_2dElemToElems; + } + ///@} private: @@ -258,6 +275,10 @@ class EmbeddedSurfaceSubRegion : public SurfaceElementSubRegion /// Surfaces with ghost nodes std::vector< struct surfaceWithGhostNodes > m_surfaceWithGhostNodes; + + /// Map between the surface elements and the cells + OrderedVariableToManyElementRelation m_2dElemToElems; + }; diff --git a/src/coreComponents/mesh/ExternalDataSourceBase.cpp b/src/coreComponents/mesh/ExternalDataSourceBase.cpp new file mode 100644 index 0000000000..157fe3de31 --- /dev/null +++ b/src/coreComponents/mesh/ExternalDataSourceBase.cpp @@ -0,0 +1,55 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +#include "ExternalDataSourceBase.hpp" + +namespace geos +{ +using namespace dataRepository; + +ExternalDataSourceBase::ExternalDataSourceBase( string const & name, Group * const parent ): + Group( name, parent ) +{ + setInputFlags( InputFlags::OPTIONAL_NONUNIQUE ); +} + +Group * ExternalDataSourceBase::createChild( string const & childKey, string const & childName ) +{ + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); + std::unique_ptr< ExternalDataSourceBase > event = ExternalDataSourceBase::CatalogInterface::factory( childKey, childName, this ); + return &this->registerGroup< ExternalDataSourceBase >( childName, std::move( event ) ); +} + +void ExternalDataSourceBase::expandObjectCatalogs() +{ + // Only add children if the parent is of type EventManager + // otherwise, this would fall into a loop + if( strcmp( this->getParent().getName().c_str(), "ExternalDataSource" ) == 0 ) + { + for( auto & catalogIter: ExternalDataSourceBase::getCatalog()) + { + createChild( catalogIter.first, catalogIter.first ); + } + } +} + +ExternalDataSourceBase::CatalogInterface::CatalogType & ExternalDataSourceBase::getCatalog() +{ + static ExternalDataSourceBase::CatalogInterface::CatalogType catalog; + return catalog; +} + + +} diff --git a/src/coreComponents/mesh/ExternalDataSourceBase.hpp b/src/coreComponents/mesh/ExternalDataSourceBase.hpp new file mode 100644 index 0000000000..0e2f9a4ab1 --- /dev/null +++ b/src/coreComponents/mesh/ExternalDataSourceBase.hpp @@ -0,0 +1,78 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ExternalDataSourceBase.hpp + */ + +#ifndef GEOS_MESH_EXTERNALDATASOURCEBASE_HPP +#define GEOS_MESH_EXTERNALDATASOURCEBASE_HPP + +#include "dataRepository/Group.hpp" +#include "dataRepository/WrapperBase.hpp" +#include "codingUtilities/Utilities.hpp" +#include "common/DataTypes.hpp" + + +namespace geos +{ + +/** + * @class ExternalDataSourceBase + * @brief The ExternalDataSourceBase class provides an abstract base class implementation for different mesh types. + * The ExternalDataSourceBase is the Group specialization for different type of mesh handling. + */ +class ExternalDataSourceBase : public dataRepository::Group +{ +public: + + /** + * @brief Main constructor for ExternalDataSourceBase base class. + * @param[in] name of the ExternalDataSourceBase object + * @param[in] parent the parent Group pointer for the ExternalDataSourceBase object + */ + explicit ExternalDataSourceBase( string const & name, + Group * const parent ); + + /// This function is used to expand any catalogs in the data structure + virtual void expandObjectCatalogs() override; + + /// using alias for templated Catalog ExternalDataSourceBase type + using CatalogInterface = dataRepository::CatalogInterface< ExternalDataSourceBase, string const &, Group * const >; + + /** + * @brief Create a new geometric object (box, plane, etc) as a child of this group. + * @param childKey the catalog key of the new geometric object to create + * @param childName the name of the new geometric object in the repository + * @return the group child + */ + virtual Group * createChild( string const & childKey, string const & childName ) override; + + /** + * @brief Accessor for the singleton Catalog object + * @return a static reference to the Catalog object + */ + static CatalogInterface::CatalogType & getCatalog(); + + /** + * @brief This function provides the capability to open an external data repository + * from another component whatever its format. + */ + virtual void open() = 0; +}; + +} + +#endif /* GEOS_MESH_EXTERNALDATASOURCEBASE_HPP */ diff --git a/src/coreComponents/mesh/ExternalDataSourceManager.cpp b/src/coreComponents/mesh/ExternalDataSourceManager.cpp new file mode 100644 index 0000000000..8a22203af8 --- /dev/null +++ b/src/coreComponents/mesh/ExternalDataSourceManager.cpp @@ -0,0 +1,63 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + + +#include "ExternalDataSourceManager.hpp" +#include "ExternalDataSourceBase.hpp" + + +namespace geos +{ + +using namespace dataRepository; + +ExternalDataSourceManager::ExternalDataSourceManager( string const & name, + Group * const parent ): + Group( name, parent ) +{ + setInputFlags( InputFlags::REQUIRED ); +} + +ExternalDataSourceManager::~ExternalDataSourceManager() +{} + +Group * ExternalDataSourceManager::createChild( string const & childKey, string const & childName ) +{ + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); + std::unique_ptr< ExternalDataSourceBase > externalDataSource = ExternalDataSourceBase::CatalogInterface::factory( childKey, childName, this ); + return &this->registerGroup< ExternalDataSourceBase >( childName, std::move( externalDataSource ) ); +} + + +void ExternalDataSourceManager::expandObjectCatalogs() +{ + // During schema generation, register one of each type derived from ExternalDataSourceBase here + for( auto & catalogIter: ExternalDataSourceBase::getCatalog()) + { + createChild( catalogIter.first, catalogIter.first ); + } +} + + +void ExternalDataSourceManager::open( DomainPartition & GEOS_UNUSED_PARAM( domain ) ) +{ + forSubGroups< ExternalDataSourceBase >( []( ExternalDataSourceBase & external ) + { + external.open(); + } ); +} + + +} /* namespace geos */ diff --git a/src/coreComponents/mesh/ExternalDataSourceManager.hpp b/src/coreComponents/mesh/ExternalDataSourceManager.hpp new file mode 100644 index 0000000000..28ccecb2fc --- /dev/null +++ b/src/coreComponents/mesh/ExternalDataSourceManager.hpp @@ -0,0 +1,76 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ExternalDataSourceManager.hpp + */ + +#ifndef GEOS_MESH_EXTERNALDATASOURCEMANAGER_HPP_ +#define GEOS_MESH_EXTERNALDATASOURCEMANAGER_HPP_ + +#include "dataRepository/Group.hpp" +#include "mesh/DomainPartition.hpp" + +namespace geos +{ + +/** + * @class ExternalDataSourceManager + * @brief This class manages a data repository whereof objects can be imported to GEOS (reservoir mesh, well mesh) + */ +class ExternalDataSourceManager : public dataRepository::Group +{ +public: + + /** + * @brief Constructor for the ExternalDataSourceManager object. + * @param[in] name the name of the ExternalDataSourceManager object in the repository + * @param[in] parent the parent group of the ExternalDataSourceManager object being constructed + */ + ExternalDataSourceManager( string const & name, + Group * const parent ); + + virtual ~ExternalDataSourceManager() override; + + + /** + * @brief Create a new sub data repository. + * @param[in] childKey the key of the new object in the ObjectCatalog + * @param[in] childName the name of the new object in the collection of sub-meshes + * @return A pointer to the Group node in the dataRepository of the new object created + */ + virtual Group * createChild( string const & childKey, string const & childName ) override; + + /// This function is used to expand any catalogs in the data structure + virtual void expandObjectCatalogs() override; + + /** + * @brief Generate the meshes of the physical DomainPartition. + * @param[in] domain a reference to the physical domain + */ + void open( DomainPartition & domain ); + +private: + + /** + * @brief Deleted default constructor of the ExternalDataSourceManager + */ + ExternalDataSourceManager() = delete; + +}; + +} /* namespace geos */ + +#endif /* GEOS_MESH_EXTERNALDATASOURCEMANAGER_HPP_ */ diff --git a/src/coreComponents/mesh/FaceElementSubRegion.cpp b/src/coreComponents/mesh/FaceElementSubRegion.cpp index 31c0dcce7c..f1e1162a06 100644 --- a/src/coreComponents/mesh/FaceElementSubRegion.cpp +++ b/src/coreComponents/mesh/FaceElementSubRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,7 +33,8 @@ FaceElementSubRegion::FaceElementSubRegion( string const & name, m_unmappedGlobalIndicesInToEdges(), m_unmappedGlobalIndicesInToFaces(), m_newFaceElements(), - m_toFacesRelation() + m_toFacesRelation(), + m_2dElemToElems() { m_elementType = ElementType::Hexahedron; @@ -42,6 +43,7 @@ FaceElementSubRegion::FaceElementSubRegion( string const & name, registerWrapper( viewKeyStruct::detJString(), &m_detJ ).setSizedFromParent( 1 ).reference(); registerWrapper( viewKeyStruct::faceListString(), &m_toFacesRelation ). + setApplyDefaultValue( -1 ). setDescription( "Map to the faces attached to each FaceElement." ). reference().resize( 0, 2 ); @@ -65,6 +67,21 @@ FaceElementSubRegion::FaceElementSubRegion( string const & name, setDescription( "A map eventually containing all the collocated nodes." ). setSizedFromParent( 1 ); + registerWrapper( viewKeyStruct::surfaceElementsToCellRegionsString(), &m_2dElemToElems.m_toElementRegion ). + setApplyDefaultValue( -1 ). + setPlotLevel( PlotLevel::NOPLOT ). + setDescription( "A map of face element local indices to the cell local indices" ); + + registerWrapper( viewKeyStruct::surfaceElementsToCellSubRegionsString(), &m_2dElemToElems.m_toElementSubRegion ). + setApplyDefaultValue( -1 ). + setPlotLevel( PlotLevel::NOPLOT ). + setDescription( "A map of face element local indices to the cell local indices" ); + + registerWrapper( viewKeyStruct::surfaceElementsToCellIndexString(), &m_2dElemToElems.m_toElementIndex ). + setApplyDefaultValue( -1 ). + setPlotLevel( PlotLevel::NOPLOT ). + setDescription( "A map of face element local indices to the cell local indices" ); + #ifdef GEOS_USE_SEPARATION_COEFFICIENT registerWrapper( viewKeyStruct::separationCoeffString(), &m_separationCoefficient ). setApplyDefaultValue( 0.0 ). @@ -77,12 +94,16 @@ FaceElementSubRegion::FaceElementSubRegion( string const & name, m_2dElemToElems.resize( 0, 2 ); m_numNodesPerElement = 8; + + + m_2dElemToElems.setElementRegionManager( dynamicCast< ElementRegionManager & >( getParent().getParent().getParent().getParent() ) ); + } void FaceElementSubRegion::copyFromCellBlock( FaceBlockABC const & faceBlock ) { localIndex const num2dElements = faceBlock.num2dElements(); - resize( faceBlock.num2dElements() ); + resize( num2dElements ); m_toNodesRelation.base() = faceBlock.get2dElemToNodes(); m_toEdgesRelation.base() = faceBlock.get2dElemToEdges(); @@ -156,22 +177,26 @@ void FaceElementSubRegion::copyFromCellBlock( FaceBlockABC const & faceBlock ) // we store the cell block mapping at the sub region mapping location. // It will later be transformed into a sub regions mapping. // Last, we fill the regions mapping with dummy -1 values that should all be replaced eventually. - auto const elem2dToElems = faceBlock.get2dElemToElems(); - m_2dElemToElems.resize( num2dElements, 2 ); - for( int i = 0; i < num2dElements; ++i ) + auto const & elem2dToElems = faceBlock.get2dElemToElems(); + for( int kfe = 0; kfe < num2dElements; ++kfe ) { - for( localIndex const & j: elem2dToElems.toCellIndex[i] ) + for( localIndex k=0; k const & elem2dToFaces = faceBlock.get2dElemToFaces(); + + for( localIndex kfe = 0; kfe < num2dElements; ++kfe ) + { + for( localIndex kf=0; kfglobalToLocalMap() ); + + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToNodes.size(), 0 ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToEdges.size(), 0 ); +// GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToFaces.size(), 0 ); + + return unPackedSize; +} + +localIndex FaceElementSubRegion::packToFaceRelationSize( arrayView1d< localIndex const > const & packList ) const +{ + buffer_unit_type * junk = nullptr; + return packToFaceRelationImpl< false >( junk, packList ); +} + +localIndex FaceElementSubRegion::packToFaceRelation( buffer_unit_type * & buffer, + arrayView1d< localIndex const > const & packList ) const +{ + return packToFaceRelationImpl< true >( buffer, packList ); +} + + +template< bool DO_PACKING > +localIndex FaceElementSubRegion::packToFaceRelationImpl( buffer_unit_type * & buffer, + arrayView1d< localIndex const > const & packList ) const +{ + arrayView1d< globalIndex const > const localToGlobal = this->localToGlobalMap(); + arrayView1d< globalIndex const > const faceLocalToGlobal = m_toFacesRelation.relatedObjectLocalToGlobal(); + + localIndex packedSize = 0; + packedSize += bufferOps::Pack< DO_PACKING >( buffer, string( viewKeyStruct::faceListString() ) ); + packedSize += bufferOps::Pack< DO_PACKING >( buffer, + m_toFacesRelation.toViewConst(), + m_unmappedGlobalIndicesInToFaces, + packList, + localToGlobal, + faceLocalToGlobal ); + return packedSize; +} + + +localIndex FaceElementSubRegion::unpackToFaceRelation( buffer_unit_type const * & buffer, + localIndex_array & packList, + bool const GEOS_UNUSED_PARAM( overwriteUpMaps ), + bool const GEOS_UNUSED_PARAM( overwriteDownMaps ) ) +{ + localIndex unPackedSize = 0; + + string faceListString; + unPackedSize += bufferOps::Unpack( buffer, faceListString ); + GEOS_ERROR_IF_NE( faceListString, viewKeyStruct::faceListString() ); + + unPackedSize += bufferOps::Unpack( buffer, + m_toFacesRelation, + packList, + m_unmappedGlobalIndicesInToFaces, + this->globalToLocalMap(), + m_toFacesRelation.relatedObjectGlobalToLocal() ); + return unPackedSize; } @@ -367,52 +450,46 @@ localIndex FaceElementSubRegion::unpackUpDownMaps( buffer_unit_type const * & bu * @param[in,out] elem2dToFaces This mapping will be corrected if needed to match @p elem2dToElems3d. */ void fixNeighborMappingsInconsistency( string const & fractureName, - OrderedVariableToManyElementRelation const & elem2dToElems3d, + FixedToManyElementRelation const & elem2dToElems3d, FaceElementSubRegion::FaceMapType & elem2dToFaces ) { { - localIndex const num2dElems = elem2dToFaces.size(); + localIndex const num2dElems = elem2dToFaces.size( 0 ); for( int e2d = 0; e2d < num2dElems; ++e2d ) { - std::set< localIndex > const sizes{ - elem2dToFaces[e2d].size(), - elem2dToElems3d.m_toElementRegion[e2d].size(), - elem2dToElems3d.m_toElementSubRegion[e2d].size(), - elem2dToElems3d.m_toElementIndex[e2d].size() - }; - - if( sizes.size() != 1 || sizes.find( 2 ) == sizes.cend() ) + if( !( elem2dToFaces[e2d][0] == -1 || elem2dToFaces[e2d][1] == -1 || + elem2dToElems3d.m_toElementRegion[e2d][0] == -1 || elem2dToElems3d.m_toElementRegion[e2d][1] == -1 || + elem2dToElems3d.m_toElementSubRegion[e2d][0] == -1 || elem2dToElems3d.m_toElementSubRegion[e2d][1] == -1 || + elem2dToElems3d.m_toElementSubRegion[e2d][0] == -1 || elem2dToElems3d.m_toElementSubRegion[e2d][1] == -1 ) ) { - continue; - } - - localIndex const f0 = elem2dToFaces[e2d][0]; - localIndex const er0 = elem2dToElems3d.m_toElementRegion[e2d][0]; - localIndex const esr0 = elem2dToElems3d.m_toElementSubRegion[e2d][0]; - localIndex const ei0 = elem2dToElems3d.m_toElementIndex[e2d][0]; - auto const & faces0 = elem2dToElems3d.getElementRegionManager()->getRegion( er0 ).getSubRegion< CellElementSubRegion >( esr0 ).faceList()[ei0]; - - localIndex const f1 = elem2dToFaces[e2d][1]; - localIndex const er1 = elem2dToElems3d.m_toElementRegion[e2d][1]; - localIndex const esr1 = elem2dToElems3d.m_toElementSubRegion[e2d][1]; - localIndex const ei1 = elem2dToElems3d.m_toElementIndex[e2d][1]; - auto const & faces1 = elem2dToElems3d.getElementRegionManager()->getRegion( er1 ).getSubRegion< CellElementSubRegion >( esr1 ).faceList()[ei1]; - - bool const match00 = std::find( faces0.begin(), faces0.end(), f0 ) != faces0.end(); - bool const match11 = std::find( faces1.begin(), faces1.end(), f1 ) != faces1.end(); - bool const match01 = std::find( faces0.begin(), faces0.end(), f1 ) != faces0.end(); - bool const match10 = std::find( faces1.begin(), faces1.end(), f0 ) != faces1.end(); - - bool const matchCrossed = !match00 && !match11 && match01 && match10; - bool const matchStraight = match00 && match11 && !match01 && !match10; - - if( matchCrossed ) - { - std::swap( elem2dToFaces[e2d][0], elem2dToFaces[e2d][1] ); - } - else if( !matchStraight ) - { - GEOS_ERROR( "Mapping neighbor inconsistency detected for fracture " << fractureName ); + localIndex const f0 = elem2dToFaces[e2d][0]; + localIndex const er0 = elem2dToElems3d.m_toElementRegion[e2d][0]; + localIndex const esr0 = elem2dToElems3d.m_toElementSubRegion[e2d][0]; + localIndex const ei0 = elem2dToElems3d.m_toElementIndex[e2d][0]; + auto const & faces0 = elem2dToElems3d.getElementRegionManager()->getRegion( er0 ).getSubRegion< CellElementSubRegion >( esr0 ).faceList()[ei0]; + + localIndex const f1 = elem2dToFaces[e2d][1]; + localIndex const er1 = elem2dToElems3d.m_toElementRegion[e2d][1]; + localIndex const esr1 = elem2dToElems3d.m_toElementSubRegion[e2d][1]; + localIndex const ei1 = elem2dToElems3d.m_toElementIndex[e2d][1]; + auto const & faces1 = elem2dToElems3d.getElementRegionManager()->getRegion( er1 ).getSubRegion< CellElementSubRegion >( esr1 ).faceList()[ei1]; + + bool const match00 = std::find( faces0.begin(), faces0.end(), f0 ) != faces0.end(); + bool const match11 = std::find( faces1.begin(), faces1.end(), f1 ) != faces1.end(); + bool const match01 = std::find( faces0.begin(), faces0.end(), f1 ) != faces0.end(); + bool const match10 = std::find( faces1.begin(), faces1.end(), f0 ) != faces1.end(); + + bool const matchCrossed = !match00 && !match11 && match01 && match10; + bool const matchStraight = match00 && match11 && !match01 && !match10; + + if( matchCrossed ) + { + std::swap( elem2dToFaces[e2d][0], elem2dToFaces[e2d][1] ); + } + else if( !matchStraight ) + { + GEOS_ERROR( "Mapping neighbor inconsistency detected for fracture " << fractureName ); + } } } } @@ -433,6 +510,11 @@ void FaceElementSubRegion::fixUpDownMaps( bool const clearIfUnmapped ) clearIfUnmapped ); fixNeighborMappingsInconsistency( getName(), m_2dElemToElems, m_toFacesRelation ); + + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToNodes.size(), 0 ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToEdges.size(), 0 ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToFaces.size(), 0 ); + } /** @@ -827,7 +909,7 @@ map< localIndex, localIndex > buildEdgesToFace2d( arrayView1d< localIndex const * Even if we should have a more explicit design, * the current function resets this implicit information in our mappings. */ -void fixNodesOrder( ArrayOfArraysView< localIndex const > const elem2dToFaces, +void fixNodesOrder( arrayView2d< localIndex const > const elem2dToFaces, ArrayOfArraysView< localIndex const > const facesToNodes, ArrayOfArrays< localIndex > & elem2dToNodes ) { @@ -837,9 +919,12 @@ void fixNodesOrder( ArrayOfArraysView< localIndex const > const elem2dToFaces, std::vector< localIndex > nodesOfFace; for( localIndex fi: elem2dToFaces[e2d] ) { - for( localIndex ni: facesToNodes[fi] ) + if( fi != -1 ) { - nodesOfFace.push_back( ni ); + for( localIndex ni: facesToNodes[fi] ) + { + nodesOfFace.push_back( ni ); + } } } elem2dToNodes.clearArray( e2d ); @@ -937,10 +1022,6 @@ void FaceElementSubRegion::fixSecondaryMappings( NodeManager const & nodeManager // When there's neighbor missing, we search for a face that would lie on the collocated nodes of the fracture element. for( int e2d = 0; e2d < num2dElems; ++e2d ) { - if( m_2dElemToElems.m_toElementIndex.sizeOfArray( e2d ) >= 2 ) // All the neighbors are known. - { - continue; - } std::set< globalIndex > refNodes; if( m_toNodesRelation[e2d].size() != 0 ) @@ -977,12 +1058,12 @@ void FaceElementSubRegion::fixSecondaryMappings( NodeManager const & nodeManager for( ElemPath const & path: match->second ) { // This `if` prevents from storing the same data twice. - if( m_2dElemToElems.m_toElementIndex.sizeOfArray( e2d ) == 0 || m_2dElemToElems.m_toElementIndex[e2d][0] != path.ei ) + if( m_2dElemToElems.m_toElementIndex.size( 1 ) == 0 || m_2dElemToElems.m_toElementIndex[e2d][0] != path.ei ) { - m_2dElemToElems.m_toElementRegion.emplaceBack( e2d, path.er ); - m_2dElemToElems.m_toElementSubRegion.emplaceBack( e2d, path.esr ); - m_2dElemToElems.m_toElementIndex.emplaceBack( e2d, path.ei ); - m_toFacesRelation.emplaceBack( e2d, path.face ); + m_2dElemToElems.m_toElementRegion( e2d, 1 ) = path.er; + m_2dElemToElems.m_toElementSubRegion( e2d, 1 ) = path.esr; + m_2dElemToElems.m_toElementIndex( e2d, 1 ) = path.ei; + m_toFacesRelation( e2d, 1 ) = path.face; for( localIndex const & n: path.nodes ) { auto currentNodes = m_toNodesRelation[e2d]; @@ -1001,7 +1082,7 @@ void FaceElementSubRegion::fixSecondaryMappings( NodeManager const & nodeManager std::vector< localIndex > isolatedFractureElements; for( int e2d = 0; e2d < num2dElems; ++e2d ) { - if( m_2dElemToElems.m_toElementIndex.sizeOfArray( e2d ) < 2 && m_ghostRank[e2d] < 0 ) + if( m_2dElemToElems.m_toElementIndex.size( 1 )< 2 && m_ghostRank[e2d] < 0 ) { isolatedFractureElements.push_back( e2d ); } @@ -1053,7 +1134,7 @@ std::set< std::set< globalIndex > > FaceElementSubRegion::getCollocatedNodes() c void FaceElementSubRegion::flipFaceMap( FaceManager & faceManager, ElementRegionManager const & elemManager ) { - ArrayOfArraysView< localIndex > const & elems2dToFaces = faceList().toView(); + arrayView2d< localIndex > const & elems2dToFaces = faceList().toView(); arrayView2d< localIndex const > const & faceToElementRegionIndex = faceManager.elementRegionList(); arrayView2d< localIndex const > const & faceToElementSubRegionIndex = faceManager.elementSubRegionList(); arrayView2d< localIndex const > const & faceToElementIndex = faceManager.elementList(); @@ -1063,28 +1144,26 @@ void FaceElementSubRegion::flipFaceMap( FaceManager & faceManager, forAll< parallelHostPolicy >( this->size(), [=]( localIndex const kfe ) { - if( elems2dToFaces.sizeOfArray( kfe ) != 2 ) + if( !( elems2dToFaces[kfe][0] == -1 || elems2dToFaces[kfe][1] == -1 ) ) { - return; - } - - localIndex & f0 = elems2dToFaces[kfe][0]; - localIndex & f1 = elems2dToFaces[kfe][1]; + localIndex & f0 = elems2dToFaces[kfe][0]; + localIndex & f1 = elems2dToFaces[kfe][1]; - localIndex const er0 = faceToElementRegionIndex[f0][0]; - localIndex const esr0 = faceToElementSubRegionIndex[f0][0]; - localIndex const ek0 = faceToElementIndex[f0][0]; + localIndex const er0 = faceToElementRegionIndex[f0][0]; + localIndex const esr0 = faceToElementSubRegionIndex[f0][0]; + localIndex const ek0 = faceToElementIndex[f0][0]; - localIndex const er1 = faceToElementRegionIndex[f1][0]; - localIndex const esr1 = faceToElementSubRegionIndex[f1][0]; - localIndex const ek1 = faceToElementIndex[f1][0]; + localIndex const er1 = faceToElementRegionIndex[f1][0]; + localIndex const esr1 = faceToElementSubRegionIndex[f1][0]; + localIndex const ek1 = faceToElementIndex[f1][0]; - globalIndex const globalIndexElem0 = cellElemGlobalIndex[er0][esr0][ek0]; - globalIndex const globalIndexElem1 = cellElemGlobalIndex[er1][esr1][ek1]; + globalIndex const globalIndexElem0 = cellElemGlobalIndex[er0][esr0][ek0]; + globalIndex const globalIndexElem1 = cellElemGlobalIndex[er1][esr1][ek1]; - if( globalIndexElem0 > globalIndexElem1 ) - { - std::swap( f0, f1 ); + if( globalIndexElem0 > globalIndexElem1 ) + { + std::swap( f0, f1 ); + } } } ); @@ -1093,7 +1172,7 @@ void FaceElementSubRegion::flipFaceMap( FaceManager & faceManager, void FaceElementSubRegion::fixNeighboringFacesNormals( FaceManager & faceManager, ElementRegionManager const & elemManager ) { - ArrayOfArraysView< localIndex > const & elems2dToFaces = faceList().toView(); + arrayView2d< localIndex > const & elems2dToFaces = faceList().toView(); arrayView2d< localIndex const > const & faceToElementRegionIndex = faceManager.elementRegionList(); arrayView2d< localIndex const > const & faceToElementSubRegionIndex = faceManager.elementSubRegionList(); arrayView2d< localIndex const > const & faceToElementIndex = faceManager.elementList(); @@ -1107,44 +1186,42 @@ void FaceElementSubRegion::fixNeighboringFacesNormals( FaceManager & faceManager arrayView2d< real64 > const faceNormal = faceManager.faceNormal(); forAll< parallelHostPolicy >( this->size(), [=, &faceToNodes]( localIndex const kfe ) { - if( elems2dToFaces.sizeOfArray( kfe ) != 2 ) + if( !( elems2dToFaces[kfe][0] == -1 || elems2dToFaces[kfe][1] == -1 ) ) { - return; - } + localIndex const f0 = elems2dToFaces[kfe][0]; + localIndex const f1 = elems2dToFaces[kfe][1]; - localIndex const f0 = elems2dToFaces[kfe][0]; - localIndex const f1 = elems2dToFaces[kfe][1]; + /// Note: I am assuming that the 0 element is the elementSubregion one for faces + /// touching both a 3D and a 2D cell. + localIndex const er0 = faceToElementRegionIndex[f0][0]; + localIndex const esr0 = faceToElementSubRegionIndex[f0][0]; + localIndex const ek0 = faceToElementIndex[f0][0]; - /// Note: I am assuming that the 0 element is the elementSubregion one for faces - /// touching both a 3D and a 2D cell. - localIndex const er0 = faceToElementRegionIndex[f0][0]; - localIndex const esr0 = faceToElementSubRegionIndex[f0][0]; - localIndex const ek0 = faceToElementIndex[f0][0]; + localIndex const er1 = faceToElementRegionIndex[f1][0]; + localIndex const esr1 = faceToElementSubRegionIndex[f1][0]; + localIndex const ek1 = faceToElementIndex[f1][0]; - localIndex const er1 = faceToElementRegionIndex[f1][0]; - localIndex const esr1 = faceToElementSubRegionIndex[f1][0]; - localIndex const ek1 = faceToElementIndex[f1][0]; + real64 f0e0vector[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( faceCenter[f0] ); + real64 f1e1vector[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( faceCenter[f1] ); - real64 f0e0vector[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( faceCenter[f0] ); - real64 f1e1vector[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( faceCenter[f1] ); + LvArray::tensorOps::subtract< 3 >( f0e0vector, elemCenter[er0][esr0][ek0] ); + LvArray::tensorOps::subtract< 3 >( f1e1vector, elemCenter[er1][esr1][ek1] ); - LvArray::tensorOps::subtract< 3 >( f0e0vector, elemCenter[er0][esr0][ek0] ); - LvArray::tensorOps::subtract< 3 >( f1e1vector, elemCenter[er1][esr1][ek1] ); - - // If the vector connecting the face center and the elem center is in the same - // direction as the unit normal, we flip the normal coz it should be pointing outward - // (i.e., towards the fracture element). - if( LvArray::tensorOps::AiBi< 3 >( faceNormal[f0], f0e0vector ) < 0.0 ) - { - GEOS_WARNING( GEOS_FMT( "For fracture element {}, I had to flip the normal nf0 of face {}", kfe, f0 ) ); - LvArray::tensorOps::scale< 3 >( faceNormal[f0], -1.0 ); - std::reverse( faceToNodes[f0].begin(), faceToNodes[f0].end() ); - } - if( LvArray::tensorOps::AiBi< 3 >( faceNormal[f1], f1e1vector ) < 0.0 ) - { - GEOS_WARNING( GEOS_FMT( "For fracture element {}, I had to flip the normal nf1 of face {}", kfe, f1 ) ); - LvArray::tensorOps::scale< 3 >( faceNormal[f1], -1.0 ); - std::reverse( faceToNodes[f1].begin(), faceToNodes[f1].end() ); + // If the vector connecting the face center and the elem center is in the same + // direction as the unit normal, we flip the normal coz it should be pointing outward + // (i.e., towards the fracture element). + if( LvArray::tensorOps::AiBi< 3 >( faceNormal[f0], f0e0vector ) < 0.0 ) + { + GEOS_WARNING( GEOS_FMT( "For fracture element {}, I had to flip the normal nf0 of face {}", kfe, f0 ) ); + LvArray::tensorOps::scale< 3 >( faceNormal[f0], -1.0 ); + std::reverse( faceToNodes[f0].begin(), faceToNodes[f0].end() ); + } + if( LvArray::tensorOps::AiBi< 3 >( faceNormal[f1], f1e1vector ) < 0.0 ) + { + GEOS_WARNING( GEOS_FMT( "For fracture element {}, I had to flip the normal nf1 of face {}", kfe, f1 ) ); + LvArray::tensorOps::scale< 3 >( faceNormal[f1], -1.0 ); + std::reverse( faceToNodes[f1].begin(), faceToNodes[f1].end() ); + } } } ); diff --git a/src/coreComponents/mesh/FaceElementSubRegion.hpp b/src/coreComponents/mesh/FaceElementSubRegion.hpp index 88edf84dec..42655d7a27 100644 --- a/src/coreComponents/mesh/FaceElementSubRegion.hpp +++ b/src/coreComponents/mesh/FaceElementSubRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -39,7 +39,7 @@ class FaceElementSubRegion : public SurfaceElementSubRegion public: /// Face element to faces map type - using FaceMapType = InterObjectRelation< ArrayOfArrays< localIndex > >; + using FaceMapType = FixedOneToManyRelation; /** * @name Static factory catalog functions @@ -110,6 +110,38 @@ class FaceElementSubRegion : public SurfaceElementSubRegion bool const overwriteUpMaps, bool const overwriteDownMaps ) override; + + /** + * @brief Size of packing of the FaceElement to face relation. + * @param packList The list of face elements to pack + * @return The size of the packed data + */ + localIndex packToFaceRelationSize( arrayView1d< localIndex const > const & packList ) const; + + /** + * @brief Pack the FaceElement to face relation. + * @param buffer The buffer to pack the data into + * @param packList The list of face elements to pack + * @return The size of the packed data + */ + localIndex packToFaceRelation( buffer_unit_type * & buffer, + arrayView1d< localIndex const > const & packList ) const; + + /** + * @brief Unpack the FaceElement to face relation. + * @param buffer The buffer to unpack the data from + * @param packList The list of face elements to unpack + * @param overwriteUpMaps Flag to overwrite the up maps + * @param overwriteDownMaps Flag to overwrite the down maps + * @return The size of the unpacked data + */ + localIndex unpackToFaceRelation( buffer_unit_type const * & buffer, + array1d< localIndex > & packList, + bool const overwriteUpMaps, + bool const overwriteDownMaps ); + + + virtual void fixUpDownMaps( bool const clearIfUnmapped ) override; /** @@ -311,6 +343,23 @@ class FaceElementSubRegion : public SurfaceElementSubRegion return m_2dElemToCollocatedNodesBuckets.toViewConst(); } + /** + * @brief Get the surface element to cells map. + * @return The surface element to cells map + */ + FixedToManyElementRelation & getToCellRelation() + { + return m_2dElemToElems; + } + + /** + * @copydoc getToCellRelation() + */ + FixedToManyElementRelation const & getToCellRelation() const + { + return m_2dElemToElems; + } + private: /** @@ -324,6 +373,11 @@ class FaceElementSubRegion : public SurfaceElementSubRegion localIndex packUpDownMapsImpl( buffer_unit_type * & buffer, arrayView1d< localIndex const > const & packList ) const; + + template< bool DO_PACKING > + localIndex packToFaceRelationImpl( buffer_unit_type * & buffer, + arrayView1d< localIndex const > const & packList ) const; + /// The array of shape function derivaties. array4d< real64 > m_dNdX; @@ -339,6 +393,9 @@ class FaceElementSubRegion : public SurfaceElementSubRegion */ ArrayOfArrays< array1d< globalIndex > > m_2dElemToCollocatedNodesBuckets; + /// Map between the surface elements and the cells + FixedToManyElementRelation m_2dElemToElems; + #ifdef GEOS_USE_SEPARATION_COEFFICIENT /// Separation coefficient array1d< real64 > m_separationCoefficient; diff --git a/src/coreComponents/mesh/FaceManager.cpp b/src/coreComponents/mesh/FaceManager.cpp index b5924f7fde..044cd1beb4 100644 --- a/src/coreComponents/mesh/FaceManager.cpp +++ b/src/coreComponents/mesh/FaceManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,6 +22,7 @@ #include "common/GEOS_RAJA_Interface.hpp" #include "common/logger/Logger.hpp" #include "common/TimingMacros.hpp" +#include "common/MpiWrapper.hpp" #include "LvArray/src/tensorOps.hpp" #include "mesh/BufferOps.hpp" #include "mesh/ElementRegionManager.hpp" @@ -123,17 +124,18 @@ void FaceManager::setDomainBoundaryObjects( ElementRegionManager const & elemReg } FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); - ArrayOfArraysView< localIndex const > const elem2dToFaces = subRegion.faceList().toViewConst(); - for( int ei = 0; ei < elem2dToFaces.size(); ++ei ) + arrayView2d< localIndex const > const elem2dToFaces = subRegion.faceList().toViewConst(); + for( int ei = 0; ei < elem2dToFaces.size( 0 ); ++ei ) { - if( elem2dToFaces.sizeOfArray( ei ) == 2 ) + if( elem2dToFaces[ei][0] == -1 || elem2dToFaces[ei][1] == -1 ) { - continue; - } - - for( localIndex const & face: elem2dToFaces[ei] ) - { - isFaceOnDomainBoundary[face] = 1; + for( localIndex const & face: elem2dToFaces[ei] ) + { + if( face != -1 ) + { + isFaceOnDomainBoundary[face] = 1; + } + } } } }; @@ -179,22 +181,25 @@ void FaceManager::setGeometricalRelations( CellBlockManagerABC const & cellBlock // The fracture subregion knows the faces it's connected to. // And since a 2d element is connected to a given face, and since a face can only have 2 neighbors, // then the second neighbor of the face is bound to be undefined (i.e. -1). - ArrayOfArraysView< localIndex const > const & elem2dToFaces = subRegion.faceList().toViewConst(); - for( localIndex ei = 0; ei < elem2dToFaces.size(); ++ei ) + arrayView2d< localIndex const > const & elem2dToFaces = subRegion.faceList().toViewConst(); + for( localIndex ei = 0; ei < elem2dToFaces.size( 0 ); ++ei ) { - for( localIndex const & face: elem2dToFaces[ei] ) + for( localIndex const & faceIndex: elem2dToFaces[ei] ) { - GEOS_ERROR_IF_EQ_MSG( m_toElements.m_toElementRegion( face, 0 ), -1, GEOS_FMT( err, face ) ); - GEOS_ERROR_IF_EQ_MSG( m_toElements.m_toElementSubRegion( face, 0 ), -1, GEOS_FMT( err, face ) ); - GEOS_ERROR_IF_EQ_MSG( m_toElements.m_toElementIndex( face, 0 ), -1, GEOS_FMT( err, face ) ); + if( faceIndex != -1 ) + { + GEOS_ERROR_IF_EQ_MSG( m_toElements.m_toElementRegion( faceIndex, 0 ), -1, GEOS_FMT( err, faceIndex ) ); + GEOS_ERROR_IF_EQ_MSG( m_toElements.m_toElementSubRegion( faceIndex, 0 ), -1, GEOS_FMT( err, faceIndex ) ); + GEOS_ERROR_IF_EQ_MSG( m_toElements.m_toElementIndex( faceIndex, 0 ), -1, GEOS_FMT( err, faceIndex ) ); - GEOS_ERROR_IF_NE_MSG( m_toElements.m_toElementRegion( face, 1 ), -1, GEOS_FMT( err, face ) ); - GEOS_ERROR_IF_NE_MSG( m_toElements.m_toElementSubRegion( face, 1 ), -1, GEOS_FMT( err, face ) ); - GEOS_ERROR_IF_NE_MSG( m_toElements.m_toElementIndex( face, 1 ), -1, GEOS_FMT( err, face ) ); + GEOS_ERROR_IF_NE_MSG( m_toElements.m_toElementRegion( faceIndex, 1 ), -1, GEOS_FMT( err, faceIndex ) ); + GEOS_ERROR_IF_NE_MSG( m_toElements.m_toElementSubRegion( faceIndex, 1 ), -1, GEOS_FMT( err, faceIndex ) ); + GEOS_ERROR_IF_NE_MSG( m_toElements.m_toElementIndex( faceIndex, 1 ), -1, GEOS_FMT( err, faceIndex ) ); - m_toElements.m_toElementRegion( face, 1 ) = er; - m_toElements.m_toElementSubRegion( face, 1 ) = esr; - m_toElements.m_toElementIndex( face, 1 ) = ei; + m_toElements.m_toElementRegion( faceIndex, 1 ) = er; + m_toElements.m_toElementSubRegion( faceIndex, 1 ) = esr; + m_toElements.m_toElementIndex( faceIndex, 1 ) = ei; + } } } }; @@ -513,6 +518,9 @@ localIndex FaceManager::unpackUpDownMaps( buffer_unit_type const * & buffer, m_toElements.getElementRegionManager(), overwriteUpMaps ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToNodes.size(), 0 ); + GEOS_ERROR_IF_NE( m_unmappedGlobalIndicesInToEdges.size(), 0 ); + return unPackedSize; } diff --git a/src/coreComponents/mesh/FaceManager.hpp b/src/coreComponents/mesh/FaceManager.hpp index 7d7693ab4d..97fc818767 100644 --- a/src/coreComponents/mesh/FaceManager.hpp +++ b/src/coreComponents/mesh/FaceManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/FieldIdentifiers.hpp b/src/coreComponents/mesh/FieldIdentifiers.hpp index 677106340e..82a0505056 100644 --- a/src/coreComponents/mesh/FieldIdentifiers.hpp +++ b/src/coreComponents/mesh/FieldIdentifiers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -98,11 +98,11 @@ class FieldIdentifiers * @brief Get the Location object * * @param key key used to store the list of fields in the map. - * @param location mesh location where fields defined by the key provided were registered. + * @return mesh location where fields defined by the key provided were registered. */ - void getLocation( string const & key, - FieldLocation & location ) const + FieldLocation getLocation( string const & key ) const { + FieldLocation location{}; if( key.find( m_locationKeys.nodesKey() ) != string::npos ) { location = FieldLocation::Node; @@ -123,6 +123,7 @@ class FieldIdentifiers { GEOS_ERROR( GEOS_FMT( "Invalid key, {}, was provided. Location cannot be retrieved.", key ) ); } + return location; } private: diff --git a/src/coreComponents/mesh/InterObjectRelation.hpp b/src/coreComponents/mesh/InterObjectRelation.hpp index 33e39155e5..b48f99f1a6 100644 --- a/src/coreComponents/mesh/InterObjectRelation.hpp +++ b/src/coreComponents/mesh/InterObjectRelation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshBody.cpp b/src/coreComponents/mesh/MeshBody.cpp index 80696370fb..7695972f6d 100644 --- a/src/coreComponents/mesh/MeshBody.cpp +++ b/src/coreComponents/mesh/MeshBody.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshBody.hpp b/src/coreComponents/mesh/MeshBody.hpp index ca614f8f18..bf06ca7250 100644 --- a/src/coreComponents/mesh/MeshBody.hpp +++ b/src/coreComponents/mesh/MeshBody.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshFields.hpp b/src/coreComponents/mesh/MeshFields.hpp index e2afe94e10..dc8ff969e6 100644 --- a/src/coreComponents/mesh/MeshFields.hpp +++ b/src/coreComponents/mesh/MeshFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshForLoopInterface.hpp b/src/coreComponents/mesh/MeshForLoopInterface.hpp index d069fbc5fc..b7c126b1e2 100644 --- a/src/coreComponents/mesh/MeshForLoopInterface.hpp +++ b/src/coreComponents/mesh/MeshForLoopInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshLevel.cpp b/src/coreComponents/mesh/MeshLevel.cpp index fe3c98b6ec..be5bc7763d 100644 --- a/src/coreComponents/mesh/MeshLevel.cpp +++ b/src/coreComponents/mesh/MeshLevel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -339,7 +339,7 @@ void MeshLevel::generateAdjacencyLists( arrayView1d< localIndex const > const & { ArrayOfArraysView< localIndex const > const elems2dToNodes = subRegion.nodeList().toViewConst(); ArrayOfArraysView< localIndex const > const elem2dToEdges = subRegion.edgeList().toViewConst(); - ArrayOfArraysView< localIndex const > const elems2dToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elems2dToFaces = subRegion.faceList().toViewConst(); for( localIndex const ei: elementAdjacencySet[er][esr] ) { @@ -353,7 +353,10 @@ void MeshLevel::generateAdjacencyLists( arrayView1d< localIndex const > const & } for( localIndex const & fi: elems2dToFaces[ei] ) { - faceAdjacencySet.insert( fi ); + if( fi != -1 ) + { + faceAdjacencySet.insert( fi ); + } } } }; diff --git a/src/coreComponents/mesh/MeshLevel.hpp b/src/coreComponents/mesh/MeshLevel.hpp index dee7e31bd1..f61892216c 100644 --- a/src/coreComponents/mesh/MeshLevel.hpp +++ b/src/coreComponents/mesh/MeshLevel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshManager.cpp b/src/coreComponents/mesh/MeshManager.cpp index 3fa5ab4825..662b06002b 100644 --- a/src/coreComponents/mesh/MeshManager.cpp +++ b/src/coreComponents/mesh/MeshManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -20,7 +20,6 @@ #include "mesh/mpiCommunications/SpatialPartition.hpp" #include "generators/CellBlockManagerABC.hpp" -#include "generators/MeshGeneratorBase.hpp" #include "mesh/mpiCommunications/CommunicationTools.hpp" #include "common/TimingMacros.hpp" @@ -43,9 +42,9 @@ MeshManager::~MeshManager() Group * MeshManager::createChild( string const & childKey, string const & childName ) { - GEOS_LOG_RANK_0( "Adding Mesh: " << childKey << ", " << childName ); - std::unique_ptr< MeshGeneratorBase > solver = MeshGeneratorBase::CatalogInterface::factory( childKey, childName, this ); - return &this->registerGroup< MeshGeneratorBase >( childName, std::move( solver ) ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); + std::unique_ptr< MeshGeneratorBase > mesh = MeshGeneratorBase::CatalogInterface::factory( childKey, childName, this ); + return &this->registerGroup< MeshGeneratorBase >( childName, std::move( mesh ) ); } @@ -81,7 +80,7 @@ void MeshManager::generateMeshes( DomainPartition & domain ) void MeshManager::generateMeshLevels( DomainPartition & domain ) { - this->forSubGroups< MeshGeneratorBase >( [&]( MeshGeneratorBase & meshGen ) + forSubGroups< MeshGeneratorBase >( [&]( MeshGeneratorBase & meshGen ) { string const & meshName = meshGen.getName(); domain.getMeshBodies().registerGroup< MeshBody >( meshName ).createMeshLevel( MeshBody::groupStructKeys::baseDiscretizationString() ); @@ -126,50 +125,10 @@ void MeshManager::importFields( DomainPartition & domain ) } GEOS_LOG_RANK_0( GEOS_FMT( "{}: importing field data from mesh dataset", generator.getName() ) ); - - auto const importFields = [&generator]( ElementRegionBase const & region, - ElementSubRegionBase & subRegion, - MeshGeneratorBase::Block block, - std::map< string, string > const & fieldsMapping, - FieldIdentifiers & fieldsToBeSync ) - { - std::unordered_set< string > const materialWrapperNames = getMaterialWrapperNames( subRegion ); - // Writing properties - for( auto const & pair : fieldsMapping ) - { - string const & meshFieldName = pair.first; - string const & geosFieldName = pair.second; - // Find destination - if( !subRegion.hasWrapper( geosFieldName ) ) - { - // Skip - the user may have not enabled a particular physics model/solver on this destination region. - if( generator.getLogLevel() >= 1 ) - { - GEOS_LOG_RANK_0( "Skipping import of " << meshFieldName << " -> " << geosFieldName << - " on " << region.getName() << "/" << subRegion.getName() << " (field not found)" ); - } - - continue; - } - - // Now that we know that the subRegion has this wrapper, - // we can add the geosFieldName to the list of fields to synchronize - fieldsToBeSync.addElementFields( { geosFieldName }, { region.getName() } ); - WrapperBase & wrapper = subRegion.getWrapperBase( geosFieldName ); - if( generator.getLogLevel() >= 1 ) - { - GEOS_LOG_RANK_0( "Importing field " << meshFieldName << " into " << geosFieldName << - " on " << region.getName() << "/" << subRegion.getName() ); - } - - bool const isMaterialField = materialWrapperNames.count( geosFieldName ) > 0 && wrapper.numArrayDims() > 1; - generator.importFieldOnArray( block, subRegion.getName(), meshFieldName, isMaterialField, wrapper ); - } - }; - - dataRepository::Group & meshLevels = domain.getMeshBody( generator.getName() ).getMeshLevels(); - meshLevels.forSubGroups< MeshLevel >( [&]( MeshLevel & meshLevel ) + MeshBody & meshBody = domain.getMeshBody( generator.getName() ); + meshBody.forMeshLevels( [&]( MeshLevel & meshLevel ) { + GEOS_LOG_RANK_0( GEOS_FMT( " mesh level = {}", meshLevel.getName() ) ); FieldIdentifiers fieldsToBeSync; meshLevel.getElemManager().forElementSubRegionsComplete< CellElementSubRegion >( [&]( localIndex, @@ -177,7 +136,8 @@ void MeshManager::importFields( DomainPartition & domain ) ElementRegionBase const & region, CellElementSubRegion & subRegion ) { - importFields( region, subRegion, MeshGeneratorBase::Block::VOLUMIC, generator.getVolumicFieldsMapping(), fieldsToBeSync ); + GEOS_LOG_RANK_0( GEOS_FMT( " volumic fields on {}/{}", region.getName(), subRegion.getName() ) ); + importFields( generator, region.getName(), subRegion, MeshGeneratorBase::Block::VOLUMIC, generator.getVolumicFieldsMapping(), fieldsToBeSync ); } ); meshLevel.getElemManager().forElementSubRegionsComplete< FaceElementSubRegion >( [&]( localIndex, @@ -185,7 +145,8 @@ void MeshManager::importFields( DomainPartition & domain ) ElementRegionBase const & region, FaceElementSubRegion & subRegion ) { - importFields( region, subRegion, MeshGeneratorBase::Block::SURFACIC, generator.getSurfacicFieldsMapping(), fieldsToBeSync ); + GEOS_LOG_RANK_0( GEOS_FMT( " surfaic fields on {}/{}", region.getName(), subRegion.getName() ) ); + importFields( generator, region.getName(), subRegion, MeshGeneratorBase::Block::SURFACIC, generator.getSurfacicFieldsMapping(), fieldsToBeSync ); } ); CommunicationTools::getInstance().synchronizeFields( fieldsToBeSync, meshLevel, domain.getNeighbors(), false ); // TODO Validate this. } ); @@ -197,4 +158,43 @@ void MeshManager::importFields( DomainPartition & domain ) } ); } +void MeshManager::importFields( MeshGeneratorBase const & generator, + string const & regionName, + ElementSubRegionBase & subRegion, + MeshGeneratorBase::Block const block, + std::map< string, string > const & fieldsMapping, + FieldIdentifiers & fieldsToBeSync ) +{ + std::unordered_set< string > const materialWrapperNames = getMaterialWrapperNames( subRegion ); + // Writing properties + for( auto const & pair : fieldsMapping ) + { + string const & meshFieldName = pair.first; + string const & geosFieldName = pair.second; + // Find destination + if( !subRegion.hasWrapper( geosFieldName ) ) + { + // Skip - the user may have not enabled a particular physics model/solver on this destination region. + if( generator.getLogLevel() >= 1 ) + { + GEOS_LOG_RANK_0( GEOS_FMT( " Skipping import of {} -> {} (field not found)", meshFieldName, geosFieldName ) ); + } + + continue; + } + + // Now that we know that the subRegion has this wrapper, + // we can add the geosFieldName to the list of fields to synchronize + fieldsToBeSync.addElementFields( { geosFieldName }, { regionName } ); + WrapperBase & wrapper = subRegion.getWrapperBase( geosFieldName ); + if( generator.getLogLevel() >= 1 ) + { + GEOS_LOG_RANK_0( GEOS_FMT( " {} -> {}", meshFieldName, geosFieldName ) ); + } + + bool const isMaterialField = materialWrapperNames.count( geosFieldName ) > 0 && wrapper.numArrayDims() > 1; + generator.importFieldOnArray( block, subRegion.getName(), meshFieldName, isMaterialField, wrapper ); + } +} + } /* namespace geos */ diff --git a/src/coreComponents/mesh/MeshManager.hpp b/src/coreComponents/mesh/MeshManager.hpp index c00c8cc093..d2f7eff56d 100644 --- a/src/coreComponents/mesh/MeshManager.hpp +++ b/src/coreComponents/mesh/MeshManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,6 +22,7 @@ #include "dataRepository/Group.hpp" #include "mesh/DomainPartition.hpp" +#include "generators/MeshGeneratorBase.hpp" namespace geos { @@ -74,6 +75,22 @@ class MeshManager : public dataRepository::Group */ void importFields( DomainPartition & domain ); + /** + * @brief Import fields data + * @param[in] generator reference to mesh generator + * @param[in] regionName name of the region + * @param[in] subRegion reference to the subregion + * @param[in] block block type + * @param[in] fieldsMapping mapping for fields + * @param[out] fieldsToBeSync list of fields to synchronize + */ + static void importFields( MeshGeneratorBase const & generator, + string const & regionName, + ElementSubRegionBase & subRegion, + MeshGeneratorBase::Block block, + std::map< string, string > const & fieldsMapping, + FieldIdentifiers & fieldsToBeSync ); + private: /** diff --git a/src/coreComponents/mesh/MeshObjectPath.cpp b/src/coreComponents/mesh/MeshObjectPath.cpp index 4607ad0416..31481e53b7 100644 --- a/src/coreComponents/mesh/MeshObjectPath.cpp +++ b/src/coreComponents/mesh/MeshObjectPath.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/MeshObjectPath.hpp b/src/coreComponents/mesh/MeshObjectPath.hpp index 832ef9a554..5aa5ec9875 100644 --- a/src/coreComponents/mesh/MeshObjectPath.hpp +++ b/src/coreComponents/mesh/MeshObjectPath.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/NodeManager.cpp b/src/coreComponents/mesh/NodeManager.cpp index d59752f09d..55f6aed456 100644 --- a/src/coreComponents/mesh/NodeManager.cpp +++ b/src/coreComponents/mesh/NodeManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -26,6 +26,7 @@ #include "mesh/FaceManager.hpp" #include "mesh/ToElementRelation.hpp" #include "mesh/utilities/MeshMapUtilities.hpp" +#include "common/MpiWrapper.hpp" namespace geos { @@ -271,7 +272,7 @@ localIndex NodeManager::unpackUpDownMaps( buffer_unit_type const * & buffer, string temp; unPackedSize += bufferOps::Unpack( buffer, temp ); - GEOS_ERROR_IF( temp != viewKeyStruct::edgeListString(), "" ); + GEOS_ERROR_IF_NE( temp, viewKeyStruct::edgeListString() ); unPackedSize += bufferOps::Unpack( buffer, m_toEdgesRelation, packList, @@ -360,6 +361,90 @@ void NodeManager::depopulateUpMaps( std::set< localIndex > const & receivedNodes } } -REGISTER_CATALOG_ENTRY( ObjectManagerBase, NodeManager, string const &, Group * const ) +void NodeManager::outputObjectConnectivity() const +{ + + int const numRanks = MpiWrapper::commSize(); + int const thisRank = MpiWrapper::commRank(); + + for( int rank=0; rankgetName().c_str() ); + + printf( " Reference positions:\n" ); + for( localIndex a=0; asize(); ++a ) + { + printf( " %3d( %3lld ): %6.2f, %6.2f, %6.2f \n", a, m_localToGlobalMap( a ), m_referencePosition( a, 0 ), m_referencePosition( a, 1 ), m_referencePosition( a, 2 ) ); + } + + printf( "\n Reference positions (sorted by global):\n" ); + map< globalIndex, localIndex > const sortedGlobalToLocalMap( m_globalToLocalMap.begin(), m_globalToLocalMap.end()); + for( auto indexPair : sortedGlobalToLocalMap ) + { + localIndex const a = indexPair.second; + printf( " %3d( %3lld ): %6.2f, %6.2f, %6.2f \n", a, m_localToGlobalMap( a ), m_referencePosition( a, 0 ), m_referencePosition( a, 1 ), m_referencePosition( a, 2 ) ); + } + + printf( " toEdgesRelation: \n" ); + arrayView1d< globalIndex const > const & edgeLocalToGlobal = m_toEdgesRelation.relatedObjectLocalToGlobal(); + for( localIndex a=0; asize(); ++a ) + { + printf( " %3d(%3lld): ", a, m_localToGlobalMap( a ) ); + + for( localIndex b=0; b const & faceLocalToGlobal = m_toFacesRelation.relatedObjectLocalToGlobal(); + for( localIndex a=0; asize(); ++a ) + { + printf( " %3d(%3lld): ", a, m_localToGlobalMap( a ) ); + + for( localIndex b=0; bgetGroup( ParticleManager::groupKeyStruct::particleRegionsGroup() ); return &particleRegions.registerGroup( childName, diff --git a/src/coreComponents/mesh/ParticleManager.hpp b/src/coreComponents/mesh/ParticleManager.hpp index f123471b9c..2af33a6eb7 100644 --- a/src/coreComponents/mesh/ParticleManager.hpp +++ b/src/coreComponents/mesh/ParticleManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleRegion.cpp b/src/coreComponents/mesh/ParticleRegion.cpp index a18cb3e32d..d79e35ade2 100644 --- a/src/coreComponents/mesh/ParticleRegion.cpp +++ b/src/coreComponents/mesh/ParticleRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleRegion.hpp b/src/coreComponents/mesh/ParticleRegion.hpp index 7295fb8c02..4967a04320 100644 --- a/src/coreComponents/mesh/ParticleRegion.hpp +++ b/src/coreComponents/mesh/ParticleRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleRegionBase.cpp b/src/coreComponents/mesh/ParticleRegionBase.cpp index 1503dcf694..8dff7c56f9 100644 --- a/src/coreComponents/mesh/ParticleRegionBase.cpp +++ b/src/coreComponents/mesh/ParticleRegionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleRegionBase.hpp b/src/coreComponents/mesh/ParticleRegionBase.hpp index 7989c1392f..ae551db35b 100644 --- a/src/coreComponents/mesh/ParticleRegionBase.hpp +++ b/src/coreComponents/mesh/ParticleRegionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleSubRegion.cpp b/src/coreComponents/mesh/ParticleSubRegion.cpp index 4f1380347a..ea30521dc7 100644 --- a/src/coreComponents/mesh/ParticleSubRegion.cpp +++ b/src/coreComponents/mesh/ParticleSubRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleSubRegion.hpp b/src/coreComponents/mesh/ParticleSubRegion.hpp index 6fef225e1e..1f9111b43d 100644 --- a/src/coreComponents/mesh/ParticleSubRegion.hpp +++ b/src/coreComponents/mesh/ParticleSubRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleSubRegionBase.cpp b/src/coreComponents/mesh/ParticleSubRegionBase.cpp index 78b7fb2056..829f1f4a37 100644 --- a/src/coreComponents/mesh/ParticleSubRegionBase.cpp +++ b/src/coreComponents/mesh/ParticleSubRegionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleSubRegionBase.hpp b/src/coreComponents/mesh/ParticleSubRegionBase.hpp index deb99881a8..b89af32a1a 100644 --- a/src/coreComponents/mesh/ParticleSubRegionBase.hpp +++ b/src/coreComponents/mesh/ParticleSubRegionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ParticleType.hpp b/src/coreComponents/mesh/ParticleType.hpp index b221f53808..3a61803ebc 100644 --- a/src/coreComponents/mesh/ParticleType.hpp +++ b/src/coreComponents/mesh/ParticleType.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/Perforation.cpp b/src/coreComponents/mesh/Perforation.cpp index fdfa6170d0..74ade6d426 100644 --- a/src/coreComponents/mesh/Perforation.cpp +++ b/src/coreComponents/mesh/Perforation.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/Perforation.hpp b/src/coreComponents/mesh/Perforation.hpp index e225b2d53c..5a3a3ae872 100644 --- a/src/coreComponents/mesh/Perforation.hpp +++ b/src/coreComponents/mesh/Perforation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/PerforationData.cpp b/src/coreComponents/mesh/PerforationData.cpp index 536e03f51a..4363c2ac1c 100644 --- a/src/coreComponents/mesh/PerforationData.cpp +++ b/src/coreComponents/mesh/PerforationData.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/PerforationData.hpp b/src/coreComponents/mesh/PerforationData.hpp index f8f2e801c4..1bc24f45a1 100644 --- a/src/coreComponents/mesh/PerforationData.hpp +++ b/src/coreComponents/mesh/PerforationData.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/PerforationFields.hpp b/src/coreComponents/mesh/PerforationFields.hpp index 263c725407..b9438b1afd 100644 --- a/src/coreComponents/mesh/PerforationFields.hpp +++ b/src/coreComponents/mesh/PerforationFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/SurfaceElementRegion.cpp b/src/coreComponents/mesh/SurfaceElementRegion.cpp index 78233703bd..e6b47dbae4 100644 --- a/src/coreComponents/mesh/SurfaceElementRegion.cpp +++ b/src/coreComponents/mesh/SurfaceElementRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -20,6 +20,7 @@ #include "MeshFields.hpp" #include "EdgeManager.hpp" #include "SurfaceElementRegion.hpp" +#include "common/MpiWrapper.hpp" namespace geos @@ -124,7 +125,6 @@ localIndex SurfaceElementRegion::addToFractureMesh( real64 const time_np1, LvArray::tensorOps::copy< 3 >( elemCenter[ kfe ], faceCenter[ faceIndices[ 0 ] ] ); - faceMap.resizeArray( kfe, 2 ); faceMap[kfe][0] = faceIndices[0]; faceMap[kfe][1] = faceIndices[1]; @@ -168,19 +168,20 @@ localIndex SurfaceElementRegion::addToFractureMesh( real64 const time_np1, } // Add the cell region/subregion/index to the faceElementToCells map - OrderedVariableToManyElementRelation & faceElementsToCells = subRegion.getToCellRelation(); + FixedToManyElementRelation & faceElementsToCells = subRegion.getToCellRelation(); for( localIndex ke = 0; ke < 2; ++ke ) { + localIndex const er = faceToElementRegion[faceIndices[ke]][ke]; localIndex const esr = faceToElementSubRegion[faceIndices[ke]][ke]; localIndex const ei = faceToElementIndex[faceIndices[ke]][ke]; if( er != -1 && esr != -1 && ei != -1 ) { - faceElementsToCells.m_toElementRegion.emplaceBack( kfe, er ); - faceElementsToCells.m_toElementSubRegion.emplaceBack( kfe, esr ); - faceElementsToCells.m_toElementIndex.emplaceBack( kfe, ei ); + faceElementsToCells.m_toElementRegion[kfe][ke] = er; + faceElementsToCells.m_toElementSubRegion[kfe][ke] = esr; + faceElementsToCells.m_toElementIndex[kfe][ke] = ei; } } @@ -214,7 +215,7 @@ localIndex SurfaceElementRegion::addToFractureMesh( real64 const time_np1, { SortedArrayView< localIndex const > const & faceSet = faceManager->sets().getReference< SortedArray< localIndex > >( setIter.first ); SortedArray< localIndex > & faceElementSet = subRegion.sets().registerWrapper< SortedArray< localIndex > >( setIter.first ).reference(); - for( localIndex a = 0; a < faceMap.size(); ++a ) + for( localIndex a = 0; a < faceMap.size( 0 ); ++a ) { if( faceSet.count( faceMap[a][0] ) ) { diff --git a/src/coreComponents/mesh/SurfaceElementRegion.hpp b/src/coreComponents/mesh/SurfaceElementRegion.hpp index 9abd8a6ed0..f15de2d63f 100644 --- a/src/coreComponents/mesh/SurfaceElementRegion.hpp +++ b/src/coreComponents/mesh/SurfaceElementRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/SurfaceElementSubRegion.cpp b/src/coreComponents/mesh/SurfaceElementSubRegion.cpp index d763dfe41b..3b37110639 100644 --- a/src/coreComponents/mesh/SurfaceElementSubRegion.cpp +++ b/src/coreComponents/mesh/SurfaceElementSubRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -31,7 +31,6 @@ using namespace dataRepository; SurfaceElementSubRegion::SurfaceElementSubRegion( string const & name, dataRepository::Group * const parent ): ElementSubRegionBase( name, parent ), - m_2dElemToElems(), m_unmappedGlobalIndicesInToNodes(), m_toNodesRelation(), m_toEdgesRelation(), @@ -47,18 +46,6 @@ SurfaceElementSubRegion::SurfaceElementSubRegion( string const & name, registerWrapper( viewKeyStruct::edgeListString(), &m_toEdgesRelation ). setDescription( "Map to the edges attached to each SurfaceElement." ); - registerWrapper( viewKeyStruct::surfaceElementsToCellRegionsString(), &m_2dElemToElems.m_toElementRegion ). - setPlotLevel( PlotLevel::NOPLOT ). - setDescription( "A map of face element local indices to the cell local indices" ); - - registerWrapper( viewKeyStruct::surfaceElementsToCellSubRegionsString(), &m_2dElemToElems.m_toElementSubRegion ). - setPlotLevel( PlotLevel::NOPLOT ). - setDescription( "A map of face element local indices to the cell local indices" ); - - registerWrapper( viewKeyStruct::surfaceElementsToCellIndexString(), &m_2dElemToElems.m_toElementIndex ). - setPlotLevel( PlotLevel::NOPLOT ). - setDescription( "A map of face element local indices to the cell local indices" ); - registerField( fields::elementAperture{}, &m_elementAperture ); registerField( fields::elementArea{}, &m_elementArea ); @@ -78,8 +65,6 @@ SurfaceElementSubRegion::SurfaceElementSubRegion( string const & name, viewKeyStruct::surfaceElementsToCellSubRegionsString(), viewKeyStruct::surfaceElementsToCellIndexString() } ); - // TODO there has to be a cleaner way than this. - m_2dElemToElems.setElementRegionManager( dynamicCast< ElementRegionManager & >( getParent().getParent().getParent().getParent() ) ); } diff --git a/src/coreComponents/mesh/SurfaceElementSubRegion.hpp b/src/coreComponents/mesh/SurfaceElementSubRegion.hpp index 0860c98d57..f2c367b475 100644 --- a/src/coreComponents/mesh/SurfaceElementSubRegion.hpp +++ b/src/coreComponents/mesh/SurfaceElementSubRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -154,23 +154,6 @@ class SurfaceElementSubRegion : public ElementSubRegionBase localIndex numNodesPerElement( localIndex const k ) const final { return m_toNodesRelation[k].size(); } - /** - * @brief Get the surface element to cells map. - * @return The surface element to cells map - */ - OrderedVariableToManyElementRelation & getToCellRelation() - { - return m_2dElemToElems; - } - - /** - * @copydoc getToCellRelation() - */ - OrderedVariableToManyElementRelation const & getToCellRelation() const - { - return m_2dElemToElems; - } - ///@} @@ -283,9 +266,6 @@ class SurfaceElementSubRegion : public ElementSubRegionBase protected: - /// Map between the surface elements and the cells - OrderedVariableToManyElementRelation m_2dElemToElems; - /// Unmapped surface elements to nodes map map< localIndex, array1d< globalIndex > > m_unmappedGlobalIndicesInToNodes; diff --git a/src/coreComponents/mesh/ToElementRelation.cpp b/src/coreComponents/mesh/ToElementRelation.cpp index 6f3bfb37b7..2e657bb51d 100644 --- a/src/coreComponents/mesh/ToElementRelation.cpp +++ b/src/coreComponents/mesh/ToElementRelation.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ToElementRelation.hpp b/src/coreComponents/mesh/ToElementRelation.hpp index b596b273fa..097b58faea 100644 --- a/src/coreComponents/mesh/ToElementRelation.hpp +++ b/src/coreComponents/mesh/ToElementRelation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ToParticleRelation.cpp b/src/coreComponents/mesh/ToParticleRelation.cpp index 8b39e66e06..78989d3247 100644 --- a/src/coreComponents/mesh/ToParticleRelation.cpp +++ b/src/coreComponents/mesh/ToParticleRelation.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/ToParticleRelation.hpp b/src/coreComponents/mesh/ToParticleRelation.hpp index fc539e24f7..f9e0e540d4 100644 --- a/src/coreComponents/mesh/ToParticleRelation.hpp +++ b/src/coreComponents/mesh/ToParticleRelation.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/WellElementRegion.cpp b/src/coreComponents/mesh/WellElementRegion.cpp index a9093f7679..ec70f49d04 100644 --- a/src/coreComponents/mesh/WellElementRegion.cpp +++ b/src/coreComponents/mesh/WellElementRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/WellElementRegion.hpp b/src/coreComponents/mesh/WellElementRegion.hpp index b4abdd0802..5a41cf1952 100644 --- a/src/coreComponents/mesh/WellElementRegion.hpp +++ b/src/coreComponents/mesh/WellElementRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/WellElementSubRegion.cpp b/src/coreComponents/mesh/WellElementSubRegion.cpp index daf53c6762..cd8d5cde24 100644 --- a/src/coreComponents/mesh/WellElementSubRegion.cpp +++ b/src/coreComponents/mesh/WellElementSubRegion.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/WellElementSubRegion.hpp b/src/coreComponents/mesh/WellElementSubRegion.hpp index 0ddc7583e6..9abc515064 100644 --- a/src/coreComponents/mesh/WellElementSubRegion.hpp +++ b/src/coreComponents/mesh/WellElementSubRegion.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlock.cpp b/src/coreComponents/mesh/generators/CellBlock.cpp index 97ce7e08a7..cd60545c5e 100644 --- a/src/coreComponents/mesh/generators/CellBlock.cpp +++ b/src/coreComponents/mesh/generators/CellBlock.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlock.hpp b/src/coreComponents/mesh/generators/CellBlock.hpp index 4d704b62a8..6fa0de501a 100644 --- a/src/coreComponents/mesh/generators/CellBlock.hpp +++ b/src/coreComponents/mesh/generators/CellBlock.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlockABC.hpp b/src/coreComponents/mesh/generators/CellBlockABC.hpp index 9c1427b7a7..7749ce687f 100644 --- a/src/coreComponents/mesh/generators/CellBlockABC.hpp +++ b/src/coreComponents/mesh/generators/CellBlockABC.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlockManager.cpp b/src/coreComponents/mesh/generators/CellBlockManager.cpp index 2db3b3cfff..2dd41c0987 100644 --- a/src/coreComponents/mesh/generators/CellBlockManager.cpp +++ b/src/coreComponents/mesh/generators/CellBlockManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlockManager.hpp b/src/coreComponents/mesh/generators/CellBlockManager.hpp index dcb1562925..4e8d268856 100644 --- a/src/coreComponents/mesh/generators/CellBlockManager.hpp +++ b/src/coreComponents/mesh/generators/CellBlockManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlockManagerABC.hpp b/src/coreComponents/mesh/generators/CellBlockManagerABC.hpp index 3c47452038..c68c2a1bf1 100644 --- a/src/coreComponents/mesh/generators/CellBlockManagerABC.hpp +++ b/src/coreComponents/mesh/generators/CellBlockManagerABC.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlockUtilities.cpp b/src/coreComponents/mesh/generators/CellBlockUtilities.cpp index bbb246700d..6c2f902e55 100644 --- a/src/coreComponents/mesh/generators/CellBlockUtilities.cpp +++ b/src/coreComponents/mesh/generators/CellBlockUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CellBlockUtilities.hpp b/src/coreComponents/mesh/generators/CellBlockUtilities.hpp index dcfdc1d5dd..ab2d83b52b 100644 --- a/src/coreComponents/mesh/generators/CellBlockUtilities.hpp +++ b/src/coreComponents/mesh/generators/CellBlockUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CollocatedNodes.cpp b/src/coreComponents/mesh/generators/CollocatedNodes.cpp index 149c49b93d..89f6fdcd48 100644 --- a/src/coreComponents/mesh/generators/CollocatedNodes.cpp +++ b/src/coreComponents/mesh/generators/CollocatedNodes.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/CollocatedNodes.hpp b/src/coreComponents/mesh/generators/CollocatedNodes.hpp index 73f00f8d6b..54fea6afef 100644 --- a/src/coreComponents/mesh/generators/CollocatedNodes.hpp +++ b/src/coreComponents/mesh/generators/CollocatedNodes.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.cpp b/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.cpp index d05abf7a68..ff3cd238c9 100644 --- a/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.cpp +++ b/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.hpp b/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.hpp index fd1a006c19..f01d3938b7 100644 --- a/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.hpp +++ b/src/coreComponents/mesh/generators/ExternalMeshGeneratorBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/FaceBlock.cpp b/src/coreComponents/mesh/generators/FaceBlock.cpp index 478a33ae05..717f3395f9 100644 --- a/src/coreComponents/mesh/generators/FaceBlock.cpp +++ b/src/coreComponents/mesh/generators/FaceBlock.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/FaceBlock.hpp b/src/coreComponents/mesh/generators/FaceBlock.hpp index be458a8506..55b0d5840b 100644 --- a/src/coreComponents/mesh/generators/FaceBlock.hpp +++ b/src/coreComponents/mesh/generators/FaceBlock.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/FaceBlockABC.hpp b/src/coreComponents/mesh/generators/FaceBlockABC.hpp index 98fdbcfe85..2df82db991 100644 --- a/src/coreComponents/mesh/generators/FaceBlockABC.hpp +++ b/src/coreComponents/mesh/generators/FaceBlockABC.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/InternalMeshGenerator.cpp b/src/coreComponents/mesh/generators/InternalMeshGenerator.cpp index 0536ce29fb..ace6dd8846 100644 --- a/src/coreComponents/mesh/generators/InternalMeshGenerator.cpp +++ b/src/coreComponents/mesh/generators/InternalMeshGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/InternalMeshGenerator.hpp b/src/coreComponents/mesh/generators/InternalMeshGenerator.hpp index 40b0b01ee9..c9d86cc35a 100644 --- a/src/coreComponents/mesh/generators/InternalMeshGenerator.hpp +++ b/src/coreComponents/mesh/generators/InternalMeshGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/InternalWellGenerator.cpp b/src/coreComponents/mesh/generators/InternalWellGenerator.cpp index ae15917ebc..ffffbd7e3a 100644 --- a/src/coreComponents/mesh/generators/InternalWellGenerator.cpp +++ b/src/coreComponents/mesh/generators/InternalWellGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -63,5 +63,5 @@ void InternalWellGenerator::postInputInitialization() } -REGISTER_CATALOG_ENTRY( WellGeneratorBase, InternalWellGenerator, string const &, Group * const ) +REGISTER_CATALOG_ENTRY( MeshComponentBase, InternalWellGenerator, string const &, Group * const ) } diff --git a/src/coreComponents/mesh/generators/InternalWellGenerator.hpp b/src/coreComponents/mesh/generators/InternalWellGenerator.hpp index ff937a3d00..6f58313f1b 100644 --- a/src/coreComponents/mesh/generators/InternalWellGenerator.hpp +++ b/src/coreComponents/mesh/generators/InternalWellGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/InternalWellboreGenerator.cpp b/src/coreComponents/mesh/generators/InternalWellboreGenerator.cpp index 78a2ab785d..008ff4f91f 100644 --- a/src/coreComponents/mesh/generators/InternalWellboreGenerator.cpp +++ b/src/coreComponents/mesh/generators/InternalWellboreGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/InternalWellboreGenerator.hpp b/src/coreComponents/mesh/generators/InternalWellboreGenerator.hpp index c4b63aec5a..5076a9e39c 100644 --- a/src/coreComponents/mesh/generators/InternalWellboreGenerator.hpp +++ b/src/coreComponents/mesh/generators/InternalWellboreGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/LineBlock.cpp b/src/coreComponents/mesh/generators/LineBlock.cpp index 72fd83d301..d87b3a6324 100644 --- a/src/coreComponents/mesh/generators/LineBlock.cpp +++ b/src/coreComponents/mesh/generators/LineBlock.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/LineBlock.hpp b/src/coreComponents/mesh/generators/LineBlock.hpp index 137af0bca8..e2af5724ec 100644 --- a/src/coreComponents/mesh/generators/LineBlock.hpp +++ b/src/coreComponents/mesh/generators/LineBlock.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/LineBlockABC.hpp b/src/coreComponents/mesh/generators/LineBlockABC.hpp index ca64400d1e..2855789ed6 100644 --- a/src/coreComponents/mesh/generators/LineBlockABC.hpp +++ b/src/coreComponents/mesh/generators/LineBlockABC.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/MeshComponentBase.cpp b/src/coreComponents/mesh/generators/MeshComponentBase.cpp new file mode 100644 index 0000000000..75742a87e3 --- /dev/null +++ b/src/coreComponents/mesh/generators/MeshComponentBase.cpp @@ -0,0 +1,39 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +#include "MeshComponentBase.hpp" + +namespace geos +{ + +using namespace dataRepository; + +MeshComponentBase::MeshComponentBase( const string & name, + Group * const parent ) + : Group( name, parent ) +{ + setInputFlags( InputFlags::OPTIONAL_NONUNIQUE ); +} + +MeshComponentBase::~MeshComponentBase() +{} + +MeshComponentBase::CatalogInterface::CatalogType & MeshComponentBase::getCatalog() +{ + static CatalogInterface::CatalogType catalog; + return catalog; +} + +} diff --git a/src/coreComponents/mesh/generators/MeshComponentBase.hpp b/src/coreComponents/mesh/generators/MeshComponentBase.hpp new file mode 100644 index 0000000000..e24ee2b42d --- /dev/null +++ b/src/coreComponents/mesh/generators/MeshComponentBase.hpp @@ -0,0 +1,70 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/* + * @file MeshComponentBase.hpp + * + */ + +#ifndef GEOS_MESH_GENERATORS_MESHCOMPONENTBASE_HPP_ +#define GEOS_MESH_GENERATORS_MESHCOMPONENTBASE_HPP_ + +#include "dataRepository/Group.hpp" +#include "codingUtilities/Utilities.hpp" +#include "common/DataTypes.hpp" + + +namespace geos +{ + +/** + * @class MeshComponentBase + * + * Abstract base class defining the information provided by any the well generator class. + */ +class MeshComponentBase : public dataRepository::Group +{ +public: + + /** + * @brief Constructor. + * @param name name of the object in the data hierarchy. + * @param parent pointer to the parent group in the data hierarchy. + */ + MeshComponentBase( string const & name, + Group * const parent ); + + /** + * @brief Default destructor. + */ + virtual ~MeshComponentBase(); + + /** + * @brief Get the catalog name. + * @return the name of this type in the catalog + */ + static string catalogName() { return "MeshComponentBase"; } + + /** + * @brief Type alias for catalog interface used by this class. See CatalogInterface. + */ + using CatalogInterface = dataRepository::CatalogInterface< MeshComponentBase, string const &, Group * const >; + + /// @copydoc dataRepository::Group::getCatalog() + static CatalogInterface::CatalogType & getCatalog(); +}; + +} +#endif /* GEOS_MESH_GENERATORS_MESHCOMPONENTBASE_HPP_ */ diff --git a/src/coreComponents/mesh/generators/MeshGeneratorBase.cpp b/src/coreComponents/mesh/generators/MeshGeneratorBase.cpp index b4de9e8fc3..555bef9216 100644 --- a/src/coreComponents/mesh/generators/MeshGeneratorBase.cpp +++ b/src/coreComponents/mesh/generators/MeshGeneratorBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -16,7 +16,7 @@ #include "MeshGeneratorBase.hpp" #include "mesh/generators/CellBlockManager.hpp" #include "mesh/generators/ParticleBlockManager.hpp" - +#include "mesh/generators/MeshComponentBase.hpp" namespace geos { using namespace dataRepository; @@ -29,15 +29,15 @@ MeshGeneratorBase::MeshGeneratorBase( string const & name, Group * const parent Group * MeshGeneratorBase::createChild( string const & childKey, string const & childName ) { - GEOS_LOG_RANK_0( "Adding Mesh attribute: " << childKey << ", " << childName ); - std::unique_ptr< WellGeneratorBase > wellGen = WellGeneratorBase::CatalogInterface::factory( childKey, childName, this ); - return &this->registerGroup< WellGeneratorBase >( childName, std::move( wellGen ) ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); + std::unique_ptr< MeshComponentBase > comp = MeshComponentBase::CatalogInterface::factory( childKey, childName, this ); + return &this->registerGroup< MeshComponentBase >( childName, std::move( comp ) ); } void MeshGeneratorBase::expandObjectCatalogs() { - // During schema generation, register one of each type derived from WellGeneratorBase here - for( auto & catalogIter: WellGeneratorBase::getCatalog()) + // During schema generation, register one of each type derived from MeshComponentBase here + for( auto & catalogIter: MeshComponentBase::getCatalog()) { createChild( catalogIter.first, catalogIter.first ); } diff --git a/src/coreComponents/mesh/generators/MeshGeneratorBase.hpp b/src/coreComponents/mesh/generators/MeshGeneratorBase.hpp index 0a0ba34ba8..d71de5cac3 100644 --- a/src/coreComponents/mesh/generators/MeshGeneratorBase.hpp +++ b/src/coreComponents/mesh/generators/MeshGeneratorBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/PTScotchInterface.cpp b/src/coreComponents/mesh/generators/PTScotchInterface.cpp index 270615f186..2737c42db7 100644 --- a/src/coreComponents/mesh/generators/PTScotchInterface.cpp +++ b/src/coreComponents/mesh/generators/PTScotchInterface.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/PTScotchInterface.hpp b/src/coreComponents/mesh/generators/PTScotchInterface.hpp index bdd7cf6ff1..e188aadd55 100644 --- a/src/coreComponents/mesh/generators/PTScotchInterface.hpp +++ b/src/coreComponents/mesh/generators/PTScotchInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParMETISInterface.cpp b/src/coreComponents/mesh/generators/ParMETISInterface.cpp index 9f9d574b94..4567826b34 100644 --- a/src/coreComponents/mesh/generators/ParMETISInterface.cpp +++ b/src/coreComponents/mesh/generators/ParMETISInterface.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParMETISInterface.hpp b/src/coreComponents/mesh/generators/ParMETISInterface.hpp index f9dc2af71a..fa1bb2c854 100644 --- a/src/coreComponents/mesh/generators/ParMETISInterface.hpp +++ b/src/coreComponents/mesh/generators/ParMETISInterface.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleBlock.cpp b/src/coreComponents/mesh/generators/ParticleBlock.cpp index 1981cb89a0..3cf22ea8ae 100644 --- a/src/coreComponents/mesh/generators/ParticleBlock.cpp +++ b/src/coreComponents/mesh/generators/ParticleBlock.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleBlock.hpp b/src/coreComponents/mesh/generators/ParticleBlock.hpp index 01b22edf7a..947533e1e5 100644 --- a/src/coreComponents/mesh/generators/ParticleBlock.hpp +++ b/src/coreComponents/mesh/generators/ParticleBlock.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleBlockABC.hpp b/src/coreComponents/mesh/generators/ParticleBlockABC.hpp index 966c188d6c..c8f16c03e4 100644 --- a/src/coreComponents/mesh/generators/ParticleBlockABC.hpp +++ b/src/coreComponents/mesh/generators/ParticleBlockABC.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleBlockManager.cpp b/src/coreComponents/mesh/generators/ParticleBlockManager.cpp index b9645f04fd..d96f11711d 100644 --- a/src/coreComponents/mesh/generators/ParticleBlockManager.cpp +++ b/src/coreComponents/mesh/generators/ParticleBlockManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleBlockManager.hpp b/src/coreComponents/mesh/generators/ParticleBlockManager.hpp index 8db6398889..87e69c767e 100644 --- a/src/coreComponents/mesh/generators/ParticleBlockManager.hpp +++ b/src/coreComponents/mesh/generators/ParticleBlockManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleBlockManagerABC.hpp b/src/coreComponents/mesh/generators/ParticleBlockManagerABC.hpp index fc2decfd00..c622f31af2 100644 --- a/src/coreComponents/mesh/generators/ParticleBlockManagerABC.hpp +++ b/src/coreComponents/mesh/generators/ParticleBlockManagerABC.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleMeshGenerator.cpp b/src/coreComponents/mesh/generators/ParticleMeshGenerator.cpp index 436a41a81a..eeef02ae01 100644 --- a/src/coreComponents/mesh/generators/ParticleMeshGenerator.cpp +++ b/src/coreComponents/mesh/generators/ParticleMeshGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/ParticleMeshGenerator.hpp b/src/coreComponents/mesh/generators/ParticleMeshGenerator.hpp index e6060f0b85..b6ee283aaa 100644 --- a/src/coreComponents/mesh/generators/ParticleMeshGenerator.hpp +++ b/src/coreComponents/mesh/generators/ParticleMeshGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/PartitionDescriptor.hpp b/src/coreComponents/mesh/generators/PartitionDescriptor.hpp index 2527ec1698..ef4e4bb456 100644 --- a/src/coreComponents/mesh/generators/PartitionDescriptor.hpp +++ b/src/coreComponents/mesh/generators/PartitionDescriptor.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/PrismUtilities.hpp b/src/coreComponents/mesh/generators/PrismUtilities.hpp index 483f97d3d2..f6e70aef31 100644 --- a/src/coreComponents/mesh/generators/PrismUtilities.hpp +++ b/src/coreComponents/mesh/generators/PrismUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/Region.cpp b/src/coreComponents/mesh/generators/Region.cpp new file mode 100644 index 0000000000..b707e6077b --- /dev/null +++ b/src/coreComponents/mesh/generators/Region.cpp @@ -0,0 +1,46 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file Region.cpp + */ + +#include "Region.hpp" + + +namespace geos +{ + +using namespace dataRepository; + +Region::Region( string const & name, + Group * const parent ) + : MeshComponentBase( name, parent ) +{ + registerWrapper( viewKeyStruct::idString(), &m_id ). + setInputFlag( InputFlags::REQUIRED ). + setDescription( "Interval region identifier" ); + + registerWrapper( viewKeyStruct::pathInRepositoryString(), &m_pathInRepository ). + setInputFlag( InputFlags::REQUIRED ). + setDescription( "Path of the dataset in the repository" ); +} + +Region::~Region() +{} + +REGISTER_CATALOG_ENTRY( MeshComponentBase, Region, string const &, Group * const ) + +} diff --git a/src/coreComponents/mesh/generators/Region.hpp b/src/coreComponents/mesh/generators/Region.hpp new file mode 100644 index 0000000000..6a5af64d92 --- /dev/null +++ b/src/coreComponents/mesh/generators/Region.hpp @@ -0,0 +1,76 @@ + +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file Region.hpp + */ + +#ifndef GEOS_MESH_GENERATORS_REGION_HPP +#define GEOS_MESH_GENERATORS_REGION_HPP + +#include "MeshComponentBase.hpp" + +namespace geos +{ + +/** + * @brief Region parameters with Group capabilities + * + * This class has dataRepository::Group capabilities to allow for XML input. + * + */ +class Region : public MeshComponentBase +{ +public: + /** + * @brief Constructor. + * @param name name of the object in the data hierarchy. + * @param parent pointer to the parent group in the data hierarchy. + */ + Region( const string & name, Group * const parent ); + + /** + * @brief Default destructor. + */ + ~Region() override; + + /** + * @brief Get the catalog name. + * @return the name of this type in the catalog + */ + static string catalogName() { return "Region"; } + + ///@cond DO_NOT_DOCUMENT + /// Keys appearing in XML + struct viewKeyStruct + { + static constexpr char const * idString() { return "id"; } + static constexpr char const * pathInRepositoryString() { return "pathInRepository"; } + }; + /// @endcond + +private: + + /// Interval region identifier + integer m_id = 0; + + /// Path of the dataset in the repository + string m_pathInRepository = ""; +}; + +} // namespace GEOS + +#endif diff --git a/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.cpp b/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.cpp index 05df2e0a99..2618d8138f 100644 --- a/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.cpp +++ b/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.hpp b/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.hpp index 243cceedc9..f812071440 100644 --- a/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.hpp +++ b/src/coreComponents/mesh/generators/VTKFaceBlockUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/VTKHierarchicalDataSource.cpp b/src/coreComponents/mesh/generators/VTKHierarchicalDataSource.cpp new file mode 100644 index 0000000000..cd0e3d8372 --- /dev/null +++ b/src/coreComponents/mesh/generators/VTKHierarchicalDataSource.cpp @@ -0,0 +1,72 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file VTKHierarchicalDataSource.cpp + */ + +#include "mesh/generators/VTKHierarchicalDataSource.hpp" +#include "mesh/generators/VTKUtilities.hpp" +#include + +namespace geos +{ +using namespace dataRepository; + +VTKHierarchicalDataSource::VTKHierarchicalDataSource( string const & name, + Group * const parent ) + : ExternalDataSourceBase( name, parent ) +{ + registerWrapper( viewKeyStruct::filePathString(), &m_filePath ). + setRTTypeName( rtTypes::CustomTypes::groupNameRef ). + setInputFlag( InputFlags::REQUIRED ). + setApplyDefaultValue( "attribute" ). + setDescription( "Path to the mesh file" ); +} + +void VTKHierarchicalDataSource::open() +{ + string const extension = m_filePath.extension(); + GEOS_ERROR_IF( extension != "vtpc", "Unsupported vtk extension. File must be a vtpc file" ); + + vtkNew< vtkXMLPartitionedDataSetCollectionReader > reader; + reader->SetFileName( m_filePath.c_str()); + reader->Update(); + + m_collection = vtkSmartPointer< vtkPartitionedDataSetCollection >( vtkPartitionedDataSetCollection::SafeDownCast( reader->GetOutput())); + m_dataAssembly = vtkSmartPointer< vtkDataAssembly >( m_collection->GetDataAssembly() ); + + GEOS_ERROR_IF( m_dataAssembly == nullptr, "No data Assembly attached to this collection" ); +} + +vtkSmartPointer< vtkPartitionedDataSet > +VTKHierarchicalDataSource::search( string const & path ) +{ + int node = m_dataAssembly->GetFirstNodeByPath( path.c_str()); + GEOS_ERROR_IF( node == -1, "Node doesn't exist" ); + GEOS_ERROR_IF( m_dataAssembly->GetNumberOfChildren( node ) > 0, "Only leaf nodes can be queried." ); + + std::vector< unsigned int > indices = m_dataAssembly->GetDataSetIndices( node, false ); + + GEOS_ERROR_IF( indices.size() == 0, "Queried node has no dataset attached." ); + GEOS_ERROR_IF( indices.size() > 1, "Current constraint each tree node has only one dataset." ); + + return m_collection->GetPartitionedDataSet( indices[0] ); +} + +REGISTER_CATALOG_ENTRY( ExternalDataSourceBase, VTKHierarchicalDataSource, string const &, Group * const ) + + +} diff --git a/src/coreComponents/mesh/generators/VTKHierarchicalDataSource.hpp b/src/coreComponents/mesh/generators/VTKHierarchicalDataSource.hpp new file mode 100644 index 0000000000..adb9a69d83 --- /dev/null +++ b/src/coreComponents/mesh/generators/VTKHierarchicalDataSource.hpp @@ -0,0 +1,93 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file VTKHierarchicalDataSource.hpp + */ + +#ifndef GEOS_MESH_GENERATORS_VTKHIERARCHICALDATASOURCE_HPP +#define GEOS_MESH_GENERATORS_VTKHIERARCHICALDATASOURCE_HPP + +#include "dataRepository/Group.hpp" +#include "mesh/ExternalDataSourceBase.hpp" + +#include +#include +#include +#include +#include + +namespace geos +{ + +/** + * @class VTKHierarchicalDataSource + * @brief This class provides an API to access VTKPartitionedDataSetCollection through a vtkDataAssembly + */ +class VTKHierarchicalDataSource : public ExternalDataSourceBase +{ +public: + + /** + * @brief Main constructor for VTKHierarchicalDataSource base class. + * @param[in] name of the VTKHierarchicalDataSource object + * @param[in] parent the parent Group pointer for the VTKHierarchicalDataSource object + */ + VTKHierarchicalDataSource( string const & name, Group * const parent ); + + virtual ~VTKHierarchicalDataSource() override = default; + + /** + * @brief Return the name of the MeshGenerator in object catalog. + * @return string that contains the catalog name of the MeshGenerator + */ + static string catalogName() { return "VTKHierarchicalDataSource"; } + + /** + * @brief Opens a vtkPartitionedDataSetCollection and gets the colletion and the associated dataAssembly + * + */ + void open() override; + + /** + * @brief Performs a search in the dataAssembly to find a node of PartitionedDataSets + * + * @param path the path in the data assembly tree + * @return the found dataset + */ + vtkSmartPointer< vtkPartitionedDataSet > search( string const & path ); + +private: + + ///@cond DO_NOT_DOCUMENT + struct viewKeyStruct + { + constexpr static char const * filePathString() { return "file"; } + }; + /// @endcond + + /// Path to the mesh file + Path m_filePath; + + /// DataAssembly to query the dataset collection + vtkSmartPointer< vtkDataAssembly > m_dataAssembly; + + /// Collection of datasets + vtkSmartPointer< vtkPartitionedDataSetCollection > m_collection; +}; + +} + +#endif diff --git a/src/coreComponents/mesh/generators/VTKMeshGenerator.cpp b/src/coreComponents/mesh/generators/VTKMeshGenerator.cpp index d1402d2182..6d791068df 100644 --- a/src/coreComponents/mesh/generators/VTKMeshGenerator.cpp +++ b/src/coreComponents/mesh/generators/VTKMeshGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -19,22 +19,30 @@ #include "VTKMeshGenerator.hpp" +#include "mesh/ExternalDataSourceManager.hpp" #include "mesh/generators/VTKFaceBlockUtilities.hpp" #include "mesh/generators/VTKMeshGeneratorTools.hpp" #include "mesh/generators/CellBlockManager.hpp" +#include "mesh/generators/Region.hpp" #include "common/DataTypes.hpp" #include +#include +#include +#include namespace geos { using namespace dataRepository; - VTKMeshGenerator::VTKMeshGenerator( string const & name, Group * const parent ) - : ExternalMeshGeneratorBase( name, parent ) + : ExternalMeshGeneratorBase( name, parent ), + m_dataSource( nullptr ) { + getWrapperBase( ExternalMeshGeneratorBase::viewKeyStruct::filePathString()). + setInputFlag( InputFlags::OPTIONAL ); + registerWrapper( viewKeyStruct::regionAttributeString(), &m_attributeName ). setRTTypeName( rtTypes::CustomTypes::groupNameRef ). setInputFlag( InputFlags::OPTIONAL ). @@ -75,6 +83,34 @@ VTKMeshGenerator::VTKMeshGenerator( string const & name, " If set to 0 (default value), the GlobalId arrays in the input mesh are used if available, and generated otherwise." " If set to a negative value, the GlobalId arrays in the input mesh are not used, and generated global Ids are automatically generated." " If set to a positive value, the GlobalId arrays in the input mesh are used and required, and the simulation aborts if they are not available" ); + + registerWrapper( viewKeyStruct::dataSourceString(), &m_dataSourceName ). + setInputFlag( InputFlags::OPTIONAL ). + setDescription( "Name of the VTK data source" ); +} + +void VTKMeshGenerator::postInputInitialization() +{ + ExternalMeshGeneratorBase::postInputInitialization(); + + GEOS_ERROR_IF( !this->m_filePath.empty() && !m_dataSourceName.empty(), + getDataContext() << ": Access to the mesh via file or data source are mutually exclusive. " + "You can't set " << viewKeyStruct::dataSourceString() << " or " << viewKeyStruct::meshPathString() << " and " << + ExternalMeshGeneratorBase::viewKeyStruct::filePathString() ); + + if( !m_dataSourceName.empty()) + { + ExternalDataSourceManager & externalDataManager = this->getGroupByPath< ExternalDataSourceManager >( "/Problem/ExternalDataSource" ); + + m_dataSource = externalDataManager.getGroupPointer< VTKHierarchicalDataSource >( m_dataSourceName ); + + GEOS_THROW_IF( m_dataSource == nullptr, + getDataContext() << ": VTK Data Object Source not found: " << m_dataSourceName, + InputError ); + + m_dataSource->open(); + } + } void VTKMeshGenerator::fillCellBlockManager( CellBlockManager & cellBlockManager, SpatialPartition & partition ) @@ -86,37 +122,94 @@ void VTKMeshGenerator::fillCellBlockManager( CellBlockManager & cellBlockManager vtkSmartPointer< vtkMultiProcessController > controller = vtk::getController(); vtkMultiProcessController::SetGlobalController( controller ); - GEOS_LOG_RANK_0( GEOS_FMT( "{} '{}': reading mesh from {}", catalogName(), getName(), m_filePath ) ); { - GEOS_LOG_LEVEL_RANK_0( 2, " reading the dataset..." ); - vtk::AllMeshes allMeshes = vtk::loadAllMeshes( m_filePath, m_mainBlockName, m_faceBlockNames ); - GEOS_LOG_LEVEL_RANK_0( 2, " redistributing mesh..." ); + vtk::AllMeshes allMeshes; + + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': reading the dataset...", catalogName(), getName() ) ); + + if( !m_filePath.empty()) + { + GEOS_LOG_RANK_0( GEOS_FMT( "{} '{}': reading mesh from {}", catalogName(), getName(), m_filePath ) ); + allMeshes = vtk::loadAllMeshes( m_filePath, m_mainBlockName, m_faceBlockNames ); + } + else if( !m_dataSourceName.empty()) + { + if( MpiWrapper::commRank() == 0 ) + { + std::vector< vtkSmartPointer< vtkPartitionedDataSet > > partitions; + vtkNew< vtkAppendFilter > appender; + appender->MergePointsOn(); + for( auto & [key, value] : this->getSubGroups()) + { + Region const & region = this->getGroup< Region >( key ); + + string path = region.getWrapper< string >( Region::viewKeyStruct::pathInRepositoryString()).reference(); + integer region_id = region.getWrapper< integer >( Region::viewKeyStruct::idString()).reference(); + + GEOS_LOG_RANK_0( GEOS_FMT( "{} '{}': reading partition from {}", catalogName(), getName(), path ) ); + vtkPartitionedDataSet * p = m_dataSource->search( path ); + + //load the grid + vtkDataObject * block = p->GetPartition( 0 ); + if( block->IsA( "vtkDataSet" ) ) + { + vtkSmartPointer< vtkDataSet > dataset = vtkDataSet::SafeDownCast( block ); + + vtkIntArray * arr = vtkIntArray::New(); + arr->SetName( m_attributeName.c_str()); + arr->SetNumberOfComponents( 1 ); + arr->SetNumberOfTuples( dataset->GetNumberOfCells()); + + arr->FillValue( region_id ); + + dataset->GetCellData()->AddArray( arr ); + appender->AddInputDataObject( dataset ); + } + } + appender->Update(); + vtkUnstructuredGrid * result = vtkUnstructuredGrid::SafeDownCast( appender->GetOutputDataObject( 0 ) ); + allMeshes.setMainMesh( result ); + + //DEBUG code + vtkNew< vtkXMLUnstructuredGridWriter > writer; + writer->SetFileName( "tmp_output.vtu" ); + writer->SetInputData( result ); + writer->Write(); + } + else + { + vtkUnstructuredGrid * result = vtkUnstructuredGrid::New(); + allMeshes.setMainMesh( result ); + } + } + + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': redistributing mesh...", catalogName(), getName() ) ); vtk::AllMeshes redistributedMeshes = vtk::redistributeMeshes( getLogLevel(), allMeshes.getMainMesh(), allMeshes.getFaceBlocks(), comm, m_partitionMethod, m_partitionRefinement, m_useGlobalIds ); m_vtkMesh = redistributedMeshes.getMainMesh(); m_faceBlockMeshes = redistributedMeshes.getFaceBlocks(); - GEOS_LOG_LEVEL_RANK_0( 2, " finding neighbor ranks..." ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': finding neighbor ranks...", catalogName(), getName() ) ); std::vector< vtkBoundingBox > boxes = vtk::exchangeBoundingBoxes( *m_vtkMesh, comm ); std::vector< int > const neighbors = vtk::findNeighborRanks( std::move( boxes ) ); partition.setMetisNeighborList( std::move( neighbors ) ); - GEOS_LOG_LEVEL_RANK_0( 2, " done!" ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': done!", catalogName(), getName() ) ); } - GEOS_LOG_RANK_0( GEOS_FMT( "{} '{}': generating GEOSX mesh data structure", catalogName(), getName() ) ); + GEOS_LOG_RANK_0( GEOS_FMT( "{} '{}': generating GEOS mesh data structure", catalogName(), getName() ) ); - GEOS_LOG_LEVEL_RANK_0( 2, " preprocessing..." ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': preprocessing...", catalogName(), getName() ) ); m_cellMap = vtk::buildCellMap( *m_vtkMesh, m_attributeName ); - GEOS_LOG_LEVEL_RANK_0( 2, " writing nodes..." ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': writing nodes...", catalogName(), getName() ) ); cellBlockManager.setGlobalLength( writeNodes( getLogLevel(), *m_vtkMesh, m_nodesetNames, cellBlockManager, this->m_translate, this->m_scale ) ); - GEOS_LOG_LEVEL_RANK_0( 2, " writing cells..." ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': writing cells...", catalogName(), getName() ) ); writeCells( getLogLevel(), *m_vtkMesh, m_cellMap, cellBlockManager ); - GEOS_LOG_LEVEL_RANK_0( 2, " writing surfaces..." ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': writing surfaces...", catalogName(), getName() ) ); writeSurfaces( getLogLevel(), *m_vtkMesh, m_cellMap, cellBlockManager ); - GEOS_LOG_LEVEL_RANK_0( 2, " building connectivity maps..." ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': building connectivity maps...", catalogName(), getName() ) ); cellBlockManager.buildMaps(); for( auto const & [name, mesh]: m_faceBlockMeshes ) @@ -124,7 +217,7 @@ void VTKMeshGenerator::fillCellBlockManager( CellBlockManager & cellBlockManager vtk::importFractureNetwork( name, mesh, m_vtkMesh, cellBlockManager ); } - GEOS_LOG_LEVEL_RANK_0( 2, " done!" ); + GEOS_LOG_LEVEL_RANK_0( 2, GEOS_FMT( "{} '{}': done!", catalogName(), getName() ) ); vtk::printMeshStatistics( *m_vtkMesh, m_cellMap, comm ); } @@ -215,6 +308,7 @@ void VTKMeshGenerator::freeResources() m_faceBlockMeshes.clear(); } + REGISTER_CATALOG_ENTRY( MeshGeneratorBase, VTKMeshGenerator, string const &, Group * const ) } // namespace geos diff --git a/src/coreComponents/mesh/generators/VTKMeshGenerator.hpp b/src/coreComponents/mesh/generators/VTKMeshGenerator.hpp index 6d2eabe911..20747c848c 100644 --- a/src/coreComponents/mesh/generators/VTKMeshGenerator.hpp +++ b/src/coreComponents/mesh/generators/VTKMeshGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,8 +22,8 @@ #include "mesh/generators/ExternalMeshGeneratorBase.hpp" #include "mesh/generators/VTKUtilities.hpp" +#include "mesh/generators/VTKHierarchicalDataSource.hpp" #include "mesh/mpiCommunications/SpatialPartition.hpp" - #include namespace geos @@ -45,10 +45,10 @@ class VTKMeshGenerator : public ExternalMeshGeneratorBase VTKMeshGenerator( const string & name, Group * const parent ); -/** - * @brief Return the name of the VTKMeshGenerator in object Catalog. - * @return string that contains the key name to VTKMeshGenerator in the Catalog - */ + /** + * @brief Return the name of the VTKMeshGenerator in object Catalog. + * @return string that contains the key name to VTKMeshGenerator in the Catalog + */ static string catalogName() { return "VTKMesh"; } /** @@ -88,7 +88,7 @@ class VTKMeshGenerator : public ExternalMeshGeneratorBase * surfaces of interest, with triangles and/or quads holding an attribute value * of 1, 2 or 3, three node sets named "1", "2" and "3" will be instantiated by this method */ - virtual void fillCellBlockManager( CellBlockManager & cellBlockManager, SpatialPartition & partition ) override; + void fillCellBlockManager( CellBlockManager & cellBlockManager, SpatialPartition & partition ) override; void importFieldOnArray( Block block, string const & blockName, @@ -96,7 +96,10 @@ class VTKMeshGenerator : public ExternalMeshGeneratorBase bool isMaterialField, dataRepository::WrapperBase & wrapper ) const override; - virtual void freeResources() override; + void freeResources() override; + +protected: + void postInputInitialization() override; private: @@ -110,6 +113,13 @@ class VTKMeshGenerator : public ExternalMeshGeneratorBase constexpr static char const * partitionRefinementString() { return "partitionRefinement"; } constexpr static char const * partitionMethodString() { return "partitionMethod"; } constexpr static char const * useGlobalIdsString() { return "useGlobalIds"; } + constexpr static char const * dataSourceString() { return "dataSourceName"; } + constexpr static char const * meshPathString() { return "meshPath"; } + }; + + struct groupKeyStruct + { + constexpr static char const * regionString() { return "VTKRegion"; } }; /// @endcond @@ -155,6 +165,16 @@ class VTKMeshGenerator : public ExternalMeshGeneratorBase /// Lists of VTK cell ids, organized by element type, then by region vtk::CellMapType m_cellMap; + + /// Repository name + string m_dataSourceName; + + /// path to the mesh in the repository + string m_meshPath; + + /// Repository of VTK objects + VTKHierarchicalDataSource * m_dataSource; + }; } // namespace geos diff --git a/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.cpp b/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.cpp index 6261c76a15..a6d00f561e 100644 --- a/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.cpp +++ b/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.hpp b/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.hpp index 9bd1a89118..68740cefc9 100644 --- a/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.hpp +++ b/src/coreComponents/mesh/generators/VTKMeshGeneratorTools.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/VTKUtilities.cpp b/src/coreComponents/mesh/generators/VTKUtilities.cpp index 72045afa4e..a18b3e6767 100644 --- a/src/coreComponents/mesh/generators/VTKUtilities.cpp +++ b/src/coreComponents/mesh/generators/VTKUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/VTKUtilities.hpp b/src/coreComponents/mesh/generators/VTKUtilities.hpp index 6ebf4e6e89..0a2f5f3903 100644 --- a/src/coreComponents/mesh/generators/VTKUtilities.hpp +++ b/src/coreComponents/mesh/generators/VTKUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/VTKWellGenerator.cpp b/src/coreComponents/mesh/generators/VTKWellGenerator.cpp index c6294c3568..b52409d3f6 100644 --- a/src/coreComponents/mesh/generators/VTKWellGenerator.cpp +++ b/src/coreComponents/mesh/generators/VTKWellGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -101,5 +101,5 @@ void VTKWellGenerator::fillPolylineDataStructure( ) } } -REGISTER_CATALOG_ENTRY( WellGeneratorBase, VTKWellGenerator, string const &, Group * const ) +REGISTER_CATALOG_ENTRY( MeshComponentBase, VTKWellGenerator, string const &, Group * const ) } diff --git a/src/coreComponents/mesh/generators/VTKWellGenerator.hpp b/src/coreComponents/mesh/generators/VTKWellGenerator.hpp index df4e92b3c8..3454044beb 100644 --- a/src/coreComponents/mesh/generators/VTKWellGenerator.hpp +++ b/src/coreComponents/mesh/generators/VTKWellGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/generators/WellGeneratorABC.hpp b/src/coreComponents/mesh/generators/WellGeneratorABC.hpp deleted file mode 100644 index c1719d5bad..0000000000 --- a/src/coreComponents/mesh/generators/WellGeneratorABC.hpp +++ /dev/null @@ -1,205 +0,0 @@ -/* - * ------------------------------------------------------------------------------------------------------------ - * SPDX-License-Identifier: LGPL-2.1-only - * - * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A - * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2023-2024 Chevron - * Copyright (c) 2019- GEOS/GEOSX Contributors - * All rights reserved - * - * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. - * ------------------------------------------------------------------------------------------------------------ - */ - -/* - * @file WellGeneratorABC.hpp - * - */ - -#ifndef GEOS_MESH_GENERATORS_WELLGENERATORABC_HPP_ -#define GEOS_MESH_GENERATORS_WELLGENERATORABC_HPP_ - -#include "dataRepository/Group.hpp" -#include "codingUtilities/Utilities.hpp" -#include "common/DataTypes.hpp" - - -namespace geos -{ - -/** - * @class WellGeneratorABC - * - * Abstract base class defining the information provided by any the well generator class. - */ -class WellGeneratorABC : public dataRepository::Group -{ -public: - - /** - * @brief Constructor. - * @param name name of the object in the data hierarchy. - * @param parent pointer to the parent group in the data hierarchy. - */ - WellGeneratorABC( const string & name, - Group * const parent ) - : - Group( name, parent ) - { } - - /** - * @brief Main function of the class that generates the well geometry - */ - virtual void generateWellGeometry( ) = 0; - - /** - * @name Getters / Setters - */ - ///@{ - - // getters for element data - - /** - * @brief Get the global number of well elements. - * @return the global number of elements - */ - virtual globalIndex numElements() const = 0; - - /** - * @brief Getter to the Segment to PolyNode mapping - * @return The Segment to PolyNode mapping as a 2D array - */ - virtual const array2d< globalIndex > & getSegmentToPolyNodeMap() const = 0; - - /** - * @brief Get the number of nodes per well element - * @return the number of nodes per well element - */ - virtual globalIndex numNodesPerElement() const = 0; - - /** - * @brief Get the Coordinates of the polyline nodes - * @return the Coordinates of the polyline nodes - */ - virtual const array2d< real64 > & getPolyNodeCoord() const = 0; - - /** - * @return The minimum segment length - */ - virtual real64 getMinSegmentLength() const = 0; - - /** - * @return The minimum element length - */ - virtual real64 getMinElemLength() const = 0; - - /** - * @return The list of perforation names - */ - virtual const string_array & getPerforationList() const = 0; - - /** - * @brief Get the physical location of the centers of well elements. - * @return list of center locations of the well elements - */ - virtual arrayView2d< real64 const > getElemCoords() const = 0; - - /** - * @brief Get the global indices mapping an element to the next. - * @return list providing the global index of the next element for each element - */ - virtual arrayView1d< globalIndex const > getNextElemIndex() const = 0; - - /** - * @brief Get the global indices mapping an element to the previous ones. - * @return list providing the global indices of the previous elements for each element - */ - virtual arrayView1d< arrayView1d< globalIndex const > const > getPrevElemIndices() const = 0; - - /** - * @brief Get the global indices of the well nodes nodes connected to each element. - * @return list providing the global index of the well nodes for each well element - */ - virtual arrayView2d< globalIndex const > getElemToNodesMap() const = 0; - - /** - * @brief Get the volume of the well elements. - * @return list of volumes of the well elements - */ - virtual arrayView1d< real64 const > getElemVolume() const = 0; - - /** - * @brief Get the radius in the well. - * @return the radius in the well - */ - virtual real64 getElementRadius() const = 0; - - // getters for node data - - /** - * @brief Get the global number of well nodes. - * @return the global number of nodes - */ - virtual globalIndex numNodes() const = 0; - - /** - * @brief Get the physical location of the centers of well elements. - * @return list of center locations of the well elements - */ - virtual arrayView2d< real64 const > getNodeCoords() const = 0; - - - - // getters for perforation data - /** - * @brief Get the global number of perforations on this well. - * @return the global number of elements - */ - virtual globalIndex numPerforations() const = 0; - - /** - * @brief Get the locations of the perforations. - * @return list of locations of all the perforations on the well - */ - virtual arrayView2d< real64 const > getPerfCoords() const = 0; - - /** - * @brief Get the well transmissibility at the perforations. - * @return list of well transmissibility at all the perforations on the well - */ - virtual arrayView1d< real64 const > getPerfTransmissibility() const = 0; - - /** - * @brief Get the skin factor at a perforation. - * @return the skin factor at a perforation - */ - virtual arrayView1d< real64 const > getPerfSkinFactor() const = 0; - - /** - * @brief Get the global indices of the well elements connected to each perforation. - * @return list providing the global index of the connected well element for each perforation - */ - virtual arrayView1d< globalIndex const > getPerfElemIndex() const = 0; - - /** - * @returns The number of physical dimensions - */ - virtual int getPhysicalDimensionsNumber() const = 0; - - /** - * Getter for the associated well region name - * @return the associated well region name - */ - virtual const string getWellRegionName() const = 0; - - /** - * Getter for the associated well control name - * @return the associated well control name - */ - virtual const string getWellControlsName() const = 0; - ///@} -}; -} -#endif /* GEOS_MESH_GENERATORS_WELLGENERATORABC_HPP_ */ diff --git a/src/coreComponents/mesh/generators/WellGeneratorBase.cpp b/src/coreComponents/mesh/generators/WellGeneratorBase.cpp index 1617aa3fdb..f64e0e9b7d 100644 --- a/src/coreComponents/mesh/generators/WellGeneratorBase.cpp +++ b/src/coreComponents/mesh/generators/WellGeneratorBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -25,7 +25,7 @@ namespace geos using namespace dataRepository; WellGeneratorBase::WellGeneratorBase( string const & name, Group * const parent ): - WellGeneratorABC( name, parent ) + MeshComponentBase( name, parent ) , m_numPerforations( 0 ) , m_numElemsPerSegment( 0 ) , m_minSegmentLength( 1e-2 ) @@ -39,8 +39,6 @@ WellGeneratorBase::WellGeneratorBase( string const & name, Group * const parent , m_nDims( 3 ) , m_polylineHeadNodeId( -1 ) { - setInputFlags( InputFlags::OPTIONAL_NONUNIQUE ); - registerWrapper( viewKeyStruct::radiusString(), &m_radius ). setInputFlag( InputFlags::REQUIRED ). setSizedFromParent( 0 ). @@ -82,7 +80,7 @@ Group * WellGeneratorBase::createChild( string const & childKey, string const & // keep track of the perforations that have been added m_perforationList.emplace_back( childName ); - GEOS_LOG_RANK_0( "Adding Well attribute: " << childKey << ", " << childName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); return ®isterGroup< Perforation >( childName ); } else @@ -97,12 +95,6 @@ void WellGeneratorBase::expandObjectCatalogs() createChild( viewKeyStruct::perforationString(), viewKeyStruct::perforationString() ); } -WellGeneratorBase::CatalogInterface::CatalogType & WellGeneratorBase::getCatalog() -{ - static WellGeneratorBase::CatalogInterface::CatalogType catalog; - return catalog; -} - void WellGeneratorBase::generateWellGeometry( ) { fillPolylineDataStructure(); diff --git a/src/coreComponents/mesh/generators/WellGeneratorBase.hpp b/src/coreComponents/mesh/generators/WellGeneratorBase.hpp index 99f1af9592..fbe05157d6 100644 --- a/src/coreComponents/mesh/generators/WellGeneratorBase.hpp +++ b/src/coreComponents/mesh/generators/WellGeneratorBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -21,7 +21,7 @@ #ifndef GEOS_MESH_GENERATORS_WELLGENERATORBASE_HPP_ #define GEOS_MESH_GENERATORS_WELLGENERATORBASE_HPP_ -#include "mesh/generators/WellGeneratorABC.hpp" +#include "mesh/generators/MeshComponentBase.hpp" #include "dataRepository/Group.hpp" #include "codingUtilities/Utilities.hpp" #include "common/DataTypes.hpp" @@ -35,7 +35,7 @@ namespace geos * * This class processes the data of a single well from the XML and generates the well geometry */ -class WellGeneratorBase : public WellGeneratorABC +class WellGeneratorBase : public MeshComponentBase { public: @@ -50,10 +50,6 @@ class WellGeneratorBase : public WellGeneratorABC /// This function is used to expand any catalogs in the data structure virtual void expandObjectCatalogs() override; - /// using alias for templated Catalog meshGenerator type - using CatalogInterface = dataRepository::CatalogInterface< WellGeneratorBase, string const &, Group * const >; - - /** * @brief Create a new geometric object (box, plane, etc) as a child of this group. * @param childKey the catalog key of the new geometric object to create @@ -62,16 +58,10 @@ class WellGeneratorBase : public WellGeneratorABC */ virtual Group * createChild( string const & childKey, string const & childName ) override; - /** - * @brief Accessor for the singleton Catalog object - * @return a static reference to the Catalog object - */ - static CatalogInterface::CatalogType & getCatalog(); - /** * @brief Main function of the class that generates the well geometry */ - void generateWellGeometry( ) override; + void generateWellGeometry( ); /** @@ -85,76 +75,76 @@ class WellGeneratorBase : public WellGeneratorABC * @brief Get the global number of well elements. * @return the global number of elements */ - globalIndex numElements() const override { return m_numElems; } + globalIndex numElements() const { return m_numElems; } /** * @brief Getter to the Segment to PolyNode mapping * @return The Segment to PolyNode mapping as a 2D array */ - const array2d< globalIndex > & getSegmentToPolyNodeMap() const override { return m_segmentToPolyNodeMap; }; + const array2d< globalIndex > & getSegmentToPolyNodeMap() const { return m_segmentToPolyNodeMap; }; /** * @brief Get the number of nodes per well element * @return the number of nodes per well element */ - globalIndex numNodesPerElement() const override { return m_numNodesPerElem; } + globalIndex numNodesPerElement() const { return m_numNodesPerElem; } /** * @brief Get the Coordinates of the polyline nodes * @return the Coordinates of the polyline nodes */ - const array2d< real64 > & getPolyNodeCoord() const override { return m_polyNodeCoords; } + const array2d< real64 > & getPolyNodeCoord() const { return m_polyNodeCoords; } /** * @return The minimum segment length */ - real64 getMinSegmentLength() const override { return m_minSegmentLength; } + real64 getMinSegmentLength() const { return m_minSegmentLength; } /** * @return The minimum element length */ - real64 getMinElemLength() const override { return m_minElemLength; } + real64 getMinElemLength() const { return m_minElemLength; } /** * @return The list of perforation names */ - const string_array & getPerforationList() const override { return m_perforationList; } + const string_array & getPerforationList() const { return m_perforationList; } /** * @brief Get the physical location of the centers of well elements. * @return list of center locations of the well elements */ - arrayView2d< real64 const > getElemCoords() const override { return m_elemCenterCoords; } + arrayView2d< real64 const > getElemCoords() const { return m_elemCenterCoords; } /** * @brief Get the global indices mapping an element to the next. * @return list providing the global index of the next element for each element */ - arrayView1d< globalIndex const > getNextElemIndex() const override { return m_nextElemId; } + arrayView1d< globalIndex const > getNextElemIndex() const { return m_nextElemId; } /** * @brief Get the global indices mapping an element to the previous ones. * @return list providing the global indices of the previous elements for each element */ - arrayView1d< arrayView1d< globalIndex const > const > getPrevElemIndices() const override { return m_prevElemId.toNestedViewConst(); } + arrayView1d< arrayView1d< globalIndex const > const > getPrevElemIndices() const { return m_prevElemId.toNestedViewConst(); } /** * @brief Get the global indices of the well nodes nodes connected to each element. * @return list providing the global index of the well nodes for each well element */ - arrayView2d< globalIndex const > getElemToNodesMap() const override { return m_elemToNodesMap; } + arrayView2d< globalIndex const > getElemToNodesMap() const { return m_elemToNodesMap; } /** * @brief Get the volume of the well elements. * @return list of volumes of the well elements */ - arrayView1d< real64 const > getElemVolume() const override { return m_elemVolume; } + arrayView1d< real64 const > getElemVolume() const { return m_elemVolume; } /** * @brief Get the radius in the well. * @return the radius in the well */ - real64 getElementRadius() const override { return m_radius; } + real64 getElementRadius() const { return m_radius; } // getters for node data @@ -162,61 +152,61 @@ class WellGeneratorBase : public WellGeneratorABC * @brief Get the global number of well nodes. * @return the global number of nodes */ - globalIndex numNodes() const override { return m_numNodes; } + globalIndex numNodes() const { return m_numNodes; } /** * @brief Get the physical location of the centers of well elements. * @return list of center locations of the well elements */ - arrayView2d< real64 const > getNodeCoords() const override { return m_nodeCoords; } + arrayView2d< real64 const > getNodeCoords() const { return m_nodeCoords; } // getters for perforation data /** * @brief Get the global number of perforations on this well. * @return the global number of elements */ - globalIndex numPerforations() const override { return m_numPerforations; } + globalIndex numPerforations() const { return m_numPerforations; } /** * @brief Get the locations of the perforations. * @return list of locations of all the perforations on the well */ - arrayView2d< real64 const > getPerfCoords() const override { return m_perfCoords; } + arrayView2d< real64 const > getPerfCoords() const { return m_perfCoords; } /** * @brief Get the well transmissibility at the perforations. * @return list of well transmissibility at all the perforations on the well */ - arrayView1d< real64 const > getPerfTransmissibility() const override { return m_perfTransmissibility; } + arrayView1d< real64 const > getPerfTransmissibility() const { return m_perfTransmissibility; } /** * @brief Get the skin factor at a perforation. * @return the skin factor at a perforation */ - arrayView1d< real64 const > getPerfSkinFactor() const override { return m_perfSkinFactor; }; + arrayView1d< real64 const > getPerfSkinFactor() const { return m_perfSkinFactor; }; /** * @brief Get the global indices of the well elements connected to each perforation. * @return list providing the global index of the connected well element for each perforation */ - arrayView1d< globalIndex const > getPerfElemIndex() const override { return m_perfElemId; } + arrayView1d< globalIndex const > getPerfElemIndex() const { return m_perfElemId; } /** * @returns The number of physical dimensions */ - int getPhysicalDimensionsNumber() const override { return m_nDims; } + int getPhysicalDimensionsNumber() const { return m_nDims; } /** * Getter for the associated well region name * @return the associated well region name */ - const string getWellRegionName() const override { return m_wellRegionName; } + const string getWellRegionName() const { return m_wellRegionName; } /** * Getter for the associated well control name * @return the associated well control name */ - const string getWellControlsName() const override { return m_wellControlsName; } + const string getWellControlsName() const { return m_wellControlsName; } ///@cond DO_NOT_DOCUMENT struct viewKeyStruct diff --git a/src/coreComponents/mesh/mpiCommunications/CommID.cpp b/src/coreComponents/mesh/mpiCommunications/CommID.cpp index 5a93eaee64..da6d47a48c 100644 --- a/src/coreComponents/mesh/mpiCommunications/CommID.cpp +++ b/src/coreComponents/mesh/mpiCommunications/CommID.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/mpiCommunications/CommID.hpp b/src/coreComponents/mesh/mpiCommunications/CommID.hpp index 2f8997c1ba..259fc34098 100644 --- a/src/coreComponents/mesh/mpiCommunications/CommID.hpp +++ b/src/coreComponents/mesh/mpiCommunications/CommID.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/mpiCommunications/CommunicationTools.cpp b/src/coreComponents/mesh/mpiCommunications/CommunicationTools.cpp index 87dd288c16..0abb2fc2f5 100644 --- a/src/coreComponents/mesh/mpiCommunications/CommunicationTools.cpp +++ b/src/coreComponents/mesh/mpiCommunications/CommunicationTools.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -851,6 +851,12 @@ void CommunicationTools::setupGhosts( MeshLevel & meshLevel, MpiWrapper::waitAll( commData.size(), commData.mpiSendBufferSizeRequest(), commData.mpiSendBufferSizeStatus() ); MpiWrapper::waitAll( commData.size(), commData.mpiSendBufferRequest(), commData.mpiSendBufferStatus() ); + // unpack the ghost inter-object maps and other data + for( auto & neighbor : neighbors ) + { + neighbor.unpackGhostsData( meshLevel, commData.commID() ); + } + nodeManager.setReceiveLists(); edgeManager.setReceiveLists(); faceManager.setReceiveLists(); @@ -1099,4 +1105,78 @@ void CommunicationTools::synchronizeFields( FieldIdentifiers const & fieldsToBeS synchronizeUnpack( mesh, neighbors, icomm, onDevice ); } + +void CommunicationTools::checkSendRecv( ObjectManagerBase const & objectManager, + std::vector< NeighborCommunicator > & neighbors ) +{ + MPI_iCommData commData; + commData.resize( neighbors.size() ); + arrayView1d< globalIndex const > const & localToGlobal = objectManager.localToGlobalMap(); + + std::cout< const ghostsToSend = objectManager.getNeighborData( neighborRank ).ghostsToSend(); + array1d< globalIndex > ghostsToSendGlobal( ghostsToSend.size() ); + + std::cout<<" Rank "< ghostThatAreSentToMeGlobal; + + MpiWrapper::recv( ghostThatAreSentToMeGlobal, + neighborRank, + tag, + MPI_COMM_GEOS, + &commData.mpiRecvBufferStatus( i ) ); + + arrayView1d< localIndex const > const ghostsToRecv = objectManager.getNeighborData( neighborRank ).ghostsToReceive(); + array1d< globalIndex > ghostToRecvGlobal( ghostsToRecv.size() ); + + + std::cout<<" Rank "< & neighbors ); + private: std::set< int > m_freeCommIDs; static CommunicationTools * m_instance; diff --git a/src/coreComponents/mesh/mpiCommunications/MPI_iCommData.cpp b/src/coreComponents/mesh/mpiCommunications/MPI_iCommData.cpp index 2e0d792043..59be5f37fc 100644 --- a/src/coreComponents/mesh/mpiCommunications/MPI_iCommData.cpp +++ b/src/coreComponents/mesh/mpiCommunications/MPI_iCommData.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -37,14 +37,14 @@ MPI_iCommData::~MPI_iCommData() { for( int neighbor=0; neighbor >; -using ElemAdjListRefWrapType = ElementRegionManager::ElementViewAccessor< ReferenceWrapper< localIndex_array > >; -using ElemAdjListRefType = ElementRegionManager::ElementReferenceAccessor< localIndex_array >; inline int GhostSize( NodeManager & nodeManager, arrayView1d< localIndex const > const nodeAdjacencyList, EdgeManager & edgeManager, arrayView1d< localIndex const > const edgeAdjacencyList, FaceManager & faceManager, arrayView1d< localIndex const > const faceAdjacencyList, - ElementRegionManager & elemManager, ElemAdjListViewType const & elementAdjacencyList ) + ElementRegionManager & elemManager, NeighborCommunicator::ElemAdjListViewType const & elementAdjacencyList ) { int bufferSize = 0; bufferSize += nodeManager.packGlobalMapsSize( nodeAdjacencyList, 0 ); @@ -211,7 +208,7 @@ inline int PackGhosts( buffer_unit_type * sendBufferPtr, NodeManager & nodeManager, arrayView1d< localIndex const > const nodeAdjacencyList, EdgeManager & edgeManager, arrayView1d< localIndex const > const edgeAdjacencyList, FaceManager & faceManager, arrayView1d< localIndex const > const faceAdjacencyList, - ElementRegionManager & elemManager, ElemAdjListViewType const & elementAdjacencyList ) + ElementRegionManager & elemManager, NeighborCommunicator::ElemAdjListViewType const & elementAdjacencyList ) { int packedSize = 0; packedSize += nodeManager.packGlobalMaps( sendBufferPtr, nodeAdjacencyList, 0 ); @@ -301,43 +298,55 @@ void NeighborCommunicator::unpackGhosts( MeshLevel & mesh, ElementRegionManager & elemManager = mesh.getElemManager(); buffer_type const & receiveBuff = receiveBuffer( commID ); - buffer_unit_type const * receiveBufferPtr = receiveBuff.data(); + m_receiveBufferPtr = receiveBuff.data(); + + m_unpackedSize = 0; - buffer_type::size_type unpackedSize = 0; + m_nodeUnpackList.resize( 0 ); + m_unpackedSize += nodeManager.unpackGlobalMaps( m_receiveBufferPtr, m_nodeUnpackList, 0 ); - localIndex_array nodeUnpackList; - unpackedSize += nodeManager.unpackGlobalMaps( receiveBufferPtr, nodeUnpackList, 0 ); + m_edgeUnpackList.resize( 0 ); + m_unpackedSize += edgeManager.unpackGlobalMaps( m_receiveBufferPtr, m_edgeUnpackList, 0 ); - localIndex_array edgeUnpackList; - unpackedSize += edgeManager.unpackGlobalMaps( receiveBufferPtr, edgeUnpackList, 0 ); + m_faceUnpackList.resize( 0 ); + m_unpackedSize += faceManager.unpackGlobalMaps( m_receiveBufferPtr, m_faceUnpackList, 0 ); - localIndex_array faceUnpackList; - unpackedSize += faceManager.unpackGlobalMaps( receiveBufferPtr, faceUnpackList, 0 ); + m_elementAdjacencyReceiveListArray = elemManager.constructReferenceAccessor< localIndex_array >( ObjectManagerBase::viewKeyStruct::ghostsToReceiveString(), + std::to_string( this->m_neighborRank ) ); - ElemAdjListRefType elementAdjacencyReceiveListArray = - elemManager.constructReferenceAccessor< localIndex_array >( ObjectManagerBase::viewKeyStruct::ghostsToReceiveString(), - std::to_string( this->m_neighborRank ) ); - unpackedSize += elemManager.unpackGlobalMaps( receiveBufferPtr, - elementAdjacencyReceiveListArray ); + m_unpackedSize += elemManager.unpackGlobalMaps( m_receiveBufferPtr, + m_elementAdjacencyReceiveListArray ); + +} + +void NeighborCommunicator::unpackGhostsData( MeshLevel & mesh, + int const commID ) +{ + NodeManager & nodeManager = mesh.getNodeManager(); + EdgeManager & edgeManager = mesh.getEdgeManager(); + FaceManager & faceManager = mesh.getFaceManager(); + ElementRegionManager & elemManager = mesh.getElemManager(); ElemAdjListViewType elementAdjacencyReceiveList = elemManager.constructViewAccessor< array1d< localIndex >, arrayView1d< localIndex > >( ObjectManagerBase::viewKeyStruct::ghostsToReceiveString(), std::to_string( this->m_neighborRank ) ); - unpackedSize += nodeManager.unpackUpDownMaps( receiveBufferPtr, nodeUnpackList, false, false ); - unpackedSize += edgeManager.unpackUpDownMaps( receiveBufferPtr, edgeUnpackList, false, false ); - unpackedSize += faceManager.unpackUpDownMaps( receiveBufferPtr, faceUnpackList, false, false ); - unpackedSize += elemManager.unpackUpDownMaps( receiveBufferPtr, elementAdjacencyReceiveListArray, false ); + + m_unpackedSize += nodeManager.unpackUpDownMaps( m_receiveBufferPtr, m_nodeUnpackList, false, false ); + m_unpackedSize += edgeManager.unpackUpDownMaps( m_receiveBufferPtr, m_edgeUnpackList, false, false ); + m_unpackedSize += faceManager.unpackUpDownMaps( m_receiveBufferPtr, m_faceUnpackList, false, false ); + m_unpackedSize += elemManager.unpackUpDownMaps( m_receiveBufferPtr, m_elementAdjacencyReceiveListArray, false ); parallelDeviceEvents events; - unpackedSize += nodeManager.unpack( receiveBufferPtr, nodeUnpackList, 0, false, events ); - unpackedSize += edgeManager.unpack( receiveBufferPtr, edgeUnpackList, 0, false, events ); - unpackedSize += faceManager.unpack( receiveBufferPtr, faceUnpackList, 0, false, events ); - unpackedSize += elemManager.unpack( receiveBufferPtr, elementAdjacencyReceiveList ); - waitAllDeviceEvents( events ); + m_unpackedSize += nodeManager.unpack( m_receiveBufferPtr, m_nodeUnpackList, 0, false, events ); + m_unpackedSize += edgeManager.unpack( m_receiveBufferPtr, m_edgeUnpackList, 0, false, events ); + m_unpackedSize += faceManager.unpack( m_receiveBufferPtr, m_faceUnpackList, 0, false, events ); + m_unpackedSize += elemManager.unpack( m_receiveBufferPtr, elementAdjacencyReceiveList ); - GEOS_ERROR_IF_NE( receiveBuff.size(), unpackedSize ); + waitAllDeviceEvents( events ); + buffer_type const & receiveBuff = receiveBuffer( commID ); + GEOS_ERROR_IF_NE( receiveBuff.size(), m_unpackedSize ); } void NeighborCommunicator::prepareAndSendSyncLists( MeshLevel const & mesh, @@ -502,8 +511,7 @@ int NeighborCommunicator::packCommSizeForSync( FieldIdentifiers const & fieldsTo for( auto const & iter : fieldsToBeSync.getFields() ) { - FieldLocation location{}; - fieldsToBeSync.getLocation( iter.first, location ); + FieldLocation const location = fieldsToBeSync.getLocation( iter.first ); switch( location ) { case FieldLocation::Node: @@ -560,8 +568,7 @@ void NeighborCommunicator::packCommBufferForSync( FieldIdentifiers const & field for( auto const & iter : fieldsToBeSync.getFields() ) { - FieldLocation location{}; - fieldsToBeSync.getLocation( iter.first, location ); + FieldLocation const location = fieldsToBeSync.getLocation( iter.first ); switch( location ) { case FieldLocation::Node: @@ -619,8 +626,7 @@ void NeighborCommunicator::unpackBufferForSync( FieldIdentifiers const & fieldsT for( auto const & iter : fieldsToBeSync.getFields() ) { - FieldLocation location{}; - fieldsToBeSync.getLocation( iter.first, location ); + FieldLocation const location = fieldsToBeSync.getLocation( iter.first ); switch( location ) { case FieldLocation::Node: diff --git a/src/coreComponents/mesh/mpiCommunications/NeighborCommunicator.hpp b/src/coreComponents/mesh/mpiCommunications/NeighborCommunicator.hpp index 43314f693a..06f07fddb8 100644 --- a/src/coreComponents/mesh/mpiCommunications/NeighborCommunicator.hpp +++ b/src/coreComponents/mesh/mpiCommunications/NeighborCommunicator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,6 +22,7 @@ #include "common/GEOS_RAJA_Interface.hpp" #include "dataRepository/ReferenceWrapper.hpp" #include "LvArray/src/limits.hpp" +#include "../ElementRegionManager.hpp" namespace geos { @@ -41,6 +42,9 @@ class MPI_iCommData; class NeighborCommunicator { public: + using ElemAdjListViewType = ElementRegionManager::ElementViewAccessor< arrayView1d< localIndex > >; + using ElemAdjListRefWrapType = ElementRegionManager::ElementViewAccessor< ReferenceWrapper< localIndex_array > >; + using ElemAdjListRefType = ElementRegionManager::ElementReferenceAccessor< localIndex_array >; explicit NeighborCommunicator( int rank ); @@ -193,6 +197,9 @@ class NeighborCommunicator void unpackGhosts( MeshLevel & meshLevel, int const commID ); + void unpackGhostsData( MeshLevel & meshLevel, + int const commID ); + /** * Posts non-blocking sends to m_neighborRank for * both the size and regular communication buffers @@ -210,7 +217,7 @@ class NeighborCommunicator /** * Unpack the receive buffer and process synchronization - * list information recieved from m_neighborRank. + * list information received from m_neighborRank. * This must be called after PostRecv is called, and * the request associated with that recv has * completed (retrieve the request using GetRecvRequest) @@ -294,6 +301,15 @@ class NeighborCommunicator std::vector< buffer_type > m_sendBuffer; std::vector< buffer_type > m_receiveBuffer; + localIndex_array m_nodeUnpackList; + localIndex_array m_edgeUnpackList; + localIndex_array m_faceUnpackList; + ElemAdjListRefType m_elementAdjacencyReceiveListArray; + buffer_type::size_type m_unpackedSize = 0; + buffer_unit_type const * m_receiveBufferPtr = nullptr; + + + }; template< typename T > diff --git a/src/coreComponents/mesh/mpiCommunications/NeighborData.hpp b/src/coreComponents/mesh/mpiCommunications/NeighborData.hpp index c35eb3cc61..236528cec9 100644 --- a/src/coreComponents/mesh/mpiCommunications/NeighborData.hpp +++ b/src/coreComponents/mesh/mpiCommunications/NeighborData.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/mpiCommunications/PartitionBase.cpp b/src/coreComponents/mesh/mpiCommunications/PartitionBase.cpp index fdd1db1cfe..a1175c74b6 100644 --- a/src/coreComponents/mesh/mpiCommunications/PartitionBase.cpp +++ b/src/coreComponents/mesh/mpiCommunications/PartitionBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/mpiCommunications/PartitionBase.hpp b/src/coreComponents/mesh/mpiCommunications/PartitionBase.hpp index 09605d6e0c..b4b5bc402b 100644 --- a/src/coreComponents/mesh/mpiCommunications/PartitionBase.hpp +++ b/src/coreComponents/mesh/mpiCommunications/PartitionBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/mpiCommunications/SpatialPartition.cpp b/src/coreComponents/mesh/mpiCommunications/SpatialPartition.cpp index dda0542444..26f6f4c90a 100644 --- a/src/coreComponents/mesh/mpiCommunications/SpatialPartition.cpp +++ b/src/coreComponents/mesh/mpiCommunications/SpatialPartition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/mpiCommunications/SpatialPartition.hpp b/src/coreComponents/mesh/mpiCommunications/SpatialPartition.hpp index 0328b4611a..00825c9b6e 100644 --- a/src/coreComponents/mesh/mpiCommunications/SpatialPartition.hpp +++ b/src/coreComponents/mesh/mpiCommunications/SpatialPartition.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Box.cpp b/src/coreComponents/mesh/simpleGeometricObjects/Box.cpp index 852aa3b3e7..c8ff70834c 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Box.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Box.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Box.hpp b/src/coreComponents/mesh/simpleGeometricObjects/Box.hpp index fd0262a22c..feacb96c19 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Box.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Box.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.cpp b/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.cpp index c5e0669580..5bcab75fcd 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.hpp b/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.hpp index 0edc644df7..1a320d3162 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/CustomPolarObject.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.cpp b/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.cpp index bc848f317b..da38cb4343 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.hpp b/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.hpp index b3b880e851..2185c4d315 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Cylinder.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Disc.cpp b/src/coreComponents/mesh/simpleGeometricObjects/Disc.cpp index 31e0bfd5e5..f88f139f73 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Disc.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Disc.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Disc.hpp b/src/coreComponents/mesh/simpleGeometricObjects/Disc.hpp index 8a0cd4ebe7..38b3c7c4d1 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Disc.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Disc.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.cpp b/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.cpp index a6824ff7fa..c5843dbc74 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -53,7 +53,7 @@ GeometricObjectManager & GeometricObjectManager::getInstance() Group * GeometricObjectManager::createChild( string const & childKey, string const & childName ) { - GEOS_LOG_RANK_0( "Adding Geometric Object: " << childKey << ", " << childName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); std::unique_ptr< SimpleGeometricObjectBase > geometriObject = SimpleGeometricObjectBase::CatalogInterface::factory( childKey, childName, this ); return &this->registerGroup< SimpleGeometricObjectBase >( childName, std::move( geometriObject ) ); } diff --git a/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.hpp b/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.hpp index 499dddddcb..7aef070b24 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/GeometricObjectManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.cpp b/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.cpp index 470040f682..f8539b8850 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.hpp b/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.hpp index 47483f4f23..b7ed93439f 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/PlanarGeometricObject.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.cpp b/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.cpp index fa8639eb5d..e8817e10dc 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.hpp b/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.hpp index 4e23c3b06c..03dd2f8ba8 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/Rectangle.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.cpp b/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.cpp index 932bdf7875..8b823b233b 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.hpp b/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.hpp index dc7ddf7192..9b9338d6dc 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/SimpleGeometricObjectBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.cpp b/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.cpp index 919881583d..d69092b79c 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.cpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.hpp b/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.hpp index 9d46881108..ce4fa5fb65 100644 --- a/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.hpp +++ b/src/coreComponents/mesh/simpleGeometricObjects/ThickPlane.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/unitTests/testComputationalGeometry.cpp b/src/coreComponents/mesh/unitTests/testComputationalGeometry.cpp index 21b68839d4..403d5f2548 100644 --- a/src/coreComponents/mesh/unitTests/testComputationalGeometry.cpp +++ b/src/coreComponents/mesh/unitTests/testComputationalGeometry.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/unitTests/testGeometricObjects.cpp b/src/coreComponents/mesh/unitTests/testGeometricObjects.cpp index 32c2181f58..e767a9f46f 100644 --- a/src/coreComponents/mesh/unitTests/testGeometricObjects.cpp +++ b/src/coreComponents/mesh/unitTests/testGeometricObjects.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/unitTests/testMeshObjectPath.cpp b/src/coreComponents/mesh/unitTests/testMeshObjectPath.cpp index 1b22230860..e1f82992bd 100644 --- a/src/coreComponents/mesh/unitTests/testMeshObjectPath.cpp +++ b/src/coreComponents/mesh/unitTests/testMeshObjectPath.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/utilities/AverageOverQuadraturePointsKernel.hpp b/src/coreComponents/mesh/utilities/AverageOverQuadraturePointsKernel.hpp index 6f2d4840b4..254bc81fcc 100644 --- a/src/coreComponents/mesh/utilities/AverageOverQuadraturePointsKernel.hpp +++ b/src/coreComponents/mesh/utilities/AverageOverQuadraturePointsKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/utilities/CIcomputationKernel.hpp b/src/coreComponents/mesh/utilities/CIcomputationKernel.hpp index d76f0ec131..d9abae9ed3 100644 --- a/src/coreComponents/mesh/utilities/CIcomputationKernel.hpp +++ b/src/coreComponents/mesh/utilities/CIcomputationKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/utilities/ComputationalGeometry.cpp b/src/coreComponents/mesh/utilities/ComputationalGeometry.cpp index 91bbeb087e..c920605de8 100644 --- a/src/coreComponents/mesh/utilities/ComputationalGeometry.cpp +++ b/src/coreComponents/mesh/utilities/ComputationalGeometry.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/utilities/ComputationalGeometry.hpp b/src/coreComponents/mesh/utilities/ComputationalGeometry.hpp index 23e3fe6588..d9c054d340 100644 --- a/src/coreComponents/mesh/utilities/ComputationalGeometry.hpp +++ b/src/coreComponents/mesh/utilities/ComputationalGeometry.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/utilities/MeshMapUtilities.hpp b/src/coreComponents/mesh/utilities/MeshMapUtilities.hpp index 8eadb77b59..a3508a6e55 100644 --- a/src/coreComponents/mesh/utilities/MeshMapUtilities.hpp +++ b/src/coreComponents/mesh/utilities/MeshMapUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/mesh/utilities/StructuredGridUtilities.hpp b/src/coreComponents/mesh/utilities/StructuredGridUtilities.hpp index 305696161c..41c62f6a86 100644 --- a/src/coreComponents/mesh/utilities/StructuredGridUtilities.hpp +++ b/src/coreComponents/mesh/utilities/StructuredGridUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/CMakeLists.txt b/src/coreComponents/physicsSolvers/CMakeLists.txt index 3a8c812dab..37c1da4149 100644 --- a/src/coreComponents/physicsSolvers/CMakeLists.txt +++ b/src/coreComponents/physicsSolvers/CMakeLists.txt @@ -1,4 +1,28 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: physicsSolvers + +Contains: + - physics solvers base and manager classes. + - implementations of different physics models. + - physics solver wrapper designed for PyGEOSX interface. +#]] + +# # Specify solver headers +# set( physicsSolvers_headers LinearSolverParameters.hpp NonlinearSolverParameters.hpp @@ -9,7 +33,9 @@ set( physicsSolvers_headers FieldStatisticsBase.hpp LogLevelsInfo.hpp ) +# # Specify solver sources +# set( physicsSolvers_sources LinearSolverParameters.cpp NonlinearSolverParameters.cpp @@ -37,7 +63,7 @@ endif() if( GEOS_ENABLE_SIMPLEPDE ) add_subdirectory( simplePDE ) endif() - + if( GEOS_ENABLE_SOLIDMECHANICS ) add_subdirectory( solidMechanics ) include( solidMechanics/kernels/SolidMechanicsKernels.cmake) diff --git a/src/coreComponents/physicsSolvers/FieldStatisticsBase.hpp b/src/coreComponents/physicsSolvers/FieldStatisticsBase.hpp index 512edb7af7..c2516decb2 100644 --- a/src/coreComponents/physicsSolvers/FieldStatisticsBase.hpp +++ b/src/coreComponents/physicsSolvers/FieldStatisticsBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/KernelLaunchSelectors.hpp b/src/coreComponents/physicsSolvers/KernelLaunchSelectors.hpp index 6a07386bd7..99dd27435c 100644 --- a/src/coreComponents/physicsSolvers/KernelLaunchSelectors.hpp +++ b/src/coreComponents/physicsSolvers/KernelLaunchSelectors.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/LinearSolverParameters.cpp b/src/coreComponents/physicsSolvers/LinearSolverParameters.cpp index 3bc0888dae..a5f5b40276 100644 --- a/src/coreComponents/physicsSolvers/LinearSolverParameters.cpp +++ b/src/coreComponents/physicsSolvers/LinearSolverParameters.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/LinearSolverParameters.hpp b/src/coreComponents/physicsSolvers/LinearSolverParameters.hpp index 2d6636b8f7..4b1699a161 100644 --- a/src/coreComponents/physicsSolvers/LinearSolverParameters.hpp +++ b/src/coreComponents/physicsSolvers/LinearSolverParameters.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/LogLevelsInfo.hpp b/src/coreComponents/physicsSolvers/LogLevelsInfo.hpp index a6c75d3e1c..85f1712041 100644 --- a/src/coreComponents/physicsSolvers/LogLevelsInfo.hpp +++ b/src/coreComponents/physicsSolvers/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/NonlinearSolverParameters.cpp b/src/coreComponents/physicsSolvers/NonlinearSolverParameters.cpp index c8438212f6..86563d4be2 100644 --- a/src/coreComponents/physicsSolvers/NonlinearSolverParameters.cpp +++ b/src/coreComponents/physicsSolvers/NonlinearSolverParameters.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/NonlinearSolverParameters.hpp b/src/coreComponents/physicsSolvers/NonlinearSolverParameters.hpp index a084b69377..a1efed70d8 100644 --- a/src/coreComponents/physicsSolvers/NonlinearSolverParameters.hpp +++ b/src/coreComponents/physicsSolvers/NonlinearSolverParameters.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/PhysicsSolverBase.cpp b/src/coreComponents/physicsSolvers/PhysicsSolverBase.cpp index 1e2ef81d5a..14ec3cbfd4 100644 --- a/src/coreComponents/physicsSolvers/PhysicsSolverBase.cpp +++ b/src/coreComponents/physicsSolvers/PhysicsSolverBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -350,17 +350,17 @@ void PhysicsSolverBase::logEndOfCycleInformation( integer const cycleNumber, std::vector< real64 > const & subStepDt ) const { // The formating here is a work in progress. - GEOS_LOG_RANK_0( "\n------------------------- TIMESTEP END -------------------------" ); - GEOS_LOG_RANK_0( GEOS_FMT( " - Cycle: {}", cycleNumber ) ); - GEOS_LOG_RANK_0( GEOS_FMT( " - N substeps: {}", numOfSubSteps ) ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::TimeStep, "\n------------------------- TIMESTEP END -------------------------" ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::TimeStep, GEOS_FMT( " - Cycle: {}", cycleNumber ) ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::TimeStep, GEOS_FMT( " - N substeps: {}", numOfSubSteps ) ); std::string logMessage = " - dt:"; for( integer i = 0; i < numOfSubSteps; ++i ) { logMessage += " " + units::TimeFormatInfo::fromSeconds( subStepDt[i] ).toString(); } // Log the complete message once - GEOS_LOG_RANK_0( logMessage ); - GEOS_LOG_RANK_0( "------------------------------------------------------------------\n" ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::TimeStep, logMessage ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::TimeStep, "------------------------------------------------------------------\n" ); } real64 PhysicsSolverBase::setNextDt( real64 const & currentDt, diff --git a/src/coreComponents/physicsSolvers/PhysicsSolverBase.hpp b/src/coreComponents/physicsSolvers/PhysicsSolverBase.hpp index c6b8866343..92b004f862 100644 --- a/src/coreComponents/physicsSolvers/PhysicsSolverBase.hpp +++ b/src/coreComponents/physicsSolvers/PhysicsSolverBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/PhysicsSolverBaseKernels.hpp b/src/coreComponents/physicsSolvers/PhysicsSolverBaseKernels.hpp index e085177bae..ac8433b208 100644 --- a/src/coreComponents/physicsSolvers/PhysicsSolverBaseKernels.hpp +++ b/src/coreComponents/physicsSolvers/PhysicsSolverBaseKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/PhysicsSolverManager.cpp b/src/coreComponents/physicsSolvers/PhysicsSolverManager.cpp index 5c199154f3..0267c7df81 100644 --- a/src/coreComponents/physicsSolvers/PhysicsSolverManager.cpp +++ b/src/coreComponents/physicsSolvers/PhysicsSolverManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -49,7 +49,7 @@ Group * PhysicsSolverManager::createChild( string const & childKey, string const Group * rval = nullptr; if( PhysicsSolverBase::CatalogInterface::hasKeyName( childKey ) ) { - GEOS_LOG_RANK_0( "Adding Solver of type " << childKey << ", named " << childName ); + GEOS_LOG_RANK_0( GEOS_FMT( "{}: adding {} {}", getName(), childKey, childName ) ); rval = ®isterGroup( childName, PhysicsSolverBase::CatalogInterface::factory( childKey, childName, this ) ); } diff --git a/src/coreComponents/physicsSolvers/PhysicsSolverManager.hpp b/src/coreComponents/physicsSolvers/PhysicsSolverManager.hpp index 6c4e66c312..3399cf5c63 100644 --- a/src/coreComponents/physicsSolvers/PhysicsSolverManager.hpp +++ b/src/coreComponents/physicsSolvers/PhysicsSolverManager.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/SolverStatistics.cpp b/src/coreComponents/physicsSolvers/SolverStatistics.cpp index cf3eaf44f1..9928a95bec 100644 --- a/src/coreComponents/physicsSolvers/SolverStatistics.cpp +++ b/src/coreComponents/physicsSolvers/SolverStatistics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/SolverStatistics.hpp b/src/coreComponents/physicsSolvers/SolverStatistics.hpp index ce8293dbcc..7bb1abc0f4 100644 --- a/src/coreComponents/physicsSolvers/SolverStatistics.hpp +++ b/src/coreComponents/physicsSolvers/SolverStatistics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/contact/CMakeLists.txt b/src/coreComponents/physicsSolvers/contact/CMakeLists.txt index c9bf75bec3..ac5fbe3bc1 100644 --- a/src/coreComponents/physicsSolvers/contact/CMakeLists.txt +++ b/src/coreComponents/physicsSolvers/contact/CMakeLists.txt @@ -3,18 +3,21 @@ set( physicsSolvers_headers ${physicsSolvers_headers} contact/ContactSolverBase.hpp contact/ContactFields.hpp - contact/SolidMechanicsEFEMKernelsBase.hpp - contact/SolidMechanicsEFEMKernels.hpp - contact/SolidMechanicsEFEMStaticCondensationKernels.hpp - contact/SolidMechanicsEFEMKernelsHelper.hpp contact/SolidMechanicsEmbeddedFractures.hpp contact/SolidMechanicsLagrangeContact.hpp + contact/SolidMechanicsLagrangeContactBubbleStab.hpp contact/SolidMechanicsAugmentedLagrangianContact.hpp - contact/SolidMechanicsALMKernelsBase.hpp - contact/SolidMechanicsALMKernels.hpp - contact/SolidMechanicsALMKernelsHelper.hpp - contact/SolidMechanicsALMJumpUpdateKernels.hpp - contact/SolidMechanicsALMBubbleKernels.hpp + contact/kernels/SolidMechanicsConformingContactKernelsBase.hpp + contact/kernels/SolidMechanicsDisplacementJumpUpdateKernels.hpp + contact/kernels/SolidMechanicsEFEMKernelsBase.hpp + contact/kernels/SolidMechanicsEFEMKernels.hpp + contact/kernels/SolidMechanicsEFEMStaticCondensationKernels.hpp + contact/kernels/SolidMechanicsEFEMKernelsHelper.hpp + contact/kernels/SolidMechanicsALMKernelsBase.hpp + contact/kernels/SolidMechanicsALMKernels.hpp + contact/kernels/SolidMechanicsConformingContactKernelsHelper.hpp + contact/kernels/SolidMechanicsContactFaceBubbleKernels.hpp + contact/kernels/SolidMechanicsLagrangeContactKernels.hpp contact/LogLevelsInfo.hpp PARENT_SCOPE ) @@ -25,5 +28,6 @@ set( physicsSolvers_sources contact/ContactSolverBase.cpp contact/SolidMechanicsEmbeddedFractures.cpp contact/SolidMechanicsLagrangeContact.cpp + contact/SolidMechanicsLagrangeContactBubbleStab.cpp contact/SolidMechanicsAugmentedLagrangianContact.cpp PARENT_SCOPE ) \ No newline at end of file diff --git a/src/coreComponents/physicsSolvers/contact/ContactFields.hpp b/src/coreComponents/physicsSolvers/contact/ContactFields.hpp index f86521ffd7..df37934c0c 100644 --- a/src/coreComponents/physicsSolvers/contact/ContactFields.hpp +++ b/src/coreComponents/physicsSolvers/contact/ContactFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -74,6 +74,14 @@ DECLARE_FIELD( dispJump, WRITE_AND_READ, "Displacement jump vector in the local reference system" ); +DECLARE_FIELD( dispJump_n, + "displacementJump", + array2d< real64 >, + 0, + NOPLOT, + WRITE_AND_READ, + "Displacement jump vector in the local reference system at the current time-step" ); + DECLARE_FIELD( slip, "slip", array1d< real64 >, @@ -82,6 +90,14 @@ DECLARE_FIELD( slip, NO_WRITE, "Slip." ); +DECLARE_FIELD( deltaSlip, + "deltaSlip", + array2d< real64 >, + 0.0, + LEVEL_0, + WRITE_AND_READ, + "Slip increment" ); + DECLARE_FIELD( deltaDispJump, "deltaDisplacementJump", array2d< real64 >, @@ -106,6 +122,14 @@ DECLARE_FIELD( traction, WRITE_AND_READ, "Fracture traction vector in the local reference system." ); +DECLARE_FIELD( traction_n, + "traction_n", + array2d< real64 >, + 0, + NOPLOT, + WRITE_AND_READ, + "Initial fracture traction vector in the local reference system at this time-step." ); + DECLARE_FIELD( deltaTraction, "deltaTraction", array2d< real64 >, @@ -146,6 +170,14 @@ DECLARE_FIELD( oldFractureState, NO_WRITE, "Fracture state at the previous timestep." ); +DECLARE_FIELD( targetIncrementalJump, + "targetIncrementalJump", + array2d< real64 >, + 0, + NOPLOT, + WRITE_AND_READ, + "It's the target incremental jump in a timestep (e.g., slip coming from RS)." ); + ENUM_STRINGS( FractureState::State, "stick", "new_slip", "slip", "open" ); diff --git a/src/coreComponents/physicsSolvers/contact/ContactSolverBase.cpp b/src/coreComponents/physicsSolvers/contact/ContactSolverBase.cpp index 63210cb686..6fecd60e93 100644 --- a/src/coreComponents/physicsSolvers/contact/ContactSolverBase.cpp +++ b/src/coreComponents/physicsSolvers/contact/ContactSolverBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -92,6 +92,8 @@ void ContactSolverBase::registerDataOnMesh( dataRepository::Group & meshBodies ) subRegion.registerField< fields::contact::oldFractureState >( getName() ); subRegion.registerField< fields::contact::slip >( getName() ); + + subRegion.registerField< fields::contact::deltaSlip >( getName() ); } ); } ); @@ -251,4 +253,4 @@ void ContactSolverBase::setConstitutiveNamesCallSuper( ElementSubRegionBase & su } } -} /* namespace geos */ +} /* namespace geos */ diff --git a/src/coreComponents/physicsSolvers/contact/ContactSolverBase.hpp b/src/coreComponents/physicsSolvers/contact/ContactSolverBase.hpp index 829c4761ef..646d6b1727 100644 --- a/src/coreComponents/physicsSolvers/contact/ContactSolverBase.hpp +++ b/src/coreComponents/physicsSolvers/contact/ContactSolverBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/contact/LogLevelsInfo.hpp b/src/coreComponents/physicsSolvers/contact/LogLevelsInfo.hpp index f58f9494b0..09228674f7 100644 --- a/src/coreComponents/physicsSolvers/contact/LogLevelsInfo.hpp +++ b/src/coreComponents/physicsSolvers/contact/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.cpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.cpp index 6ace130116..c940cb4528 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.cpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -20,10 +20,12 @@ #include "mesh/DomainPartition.hpp" #include "SolidMechanicsAugmentedLagrangianContact.hpp" -#include "physicsSolvers/contact/SolidMechanicsALMKernels.hpp" -#include "physicsSolvers/contact/SolidMechanicsALMSimultaneousKernels.hpp" -#include "physicsSolvers/contact/SolidMechanicsALMJumpUpdateKernels.hpp" -#include "physicsSolvers/contact/SolidMechanicsALMBubbleKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsBase.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsALMKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsALMKernelsBase.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsALMSimultaneousKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsDisplacementJumpUpdateKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsContactFaceBubbleKernels.hpp" #include "physicsSolvers/contact/LogLevelsInfo.hpp" #include "constitutive/ConstitutiveManager.hpp" @@ -44,15 +46,14 @@ SolidMechanicsAugmentedLagrangianContact::SolidMechanicsAugmentedLagrangianConta m_faceTypeToFiniteElements["Quadrilateral"] = std::make_unique< finiteElement::H1_QuadrilateralFace_Lagrange1_GaussLegendre2 >(); m_faceTypeToFiniteElements["Triangle"] = std::make_unique< finiteElement::H1_TriangleFace_Lagrange1_Gauss1 >(); + LinearSolverParameters & linParams = m_linearSolverParameters.get(); addLogLevel< logInfo::Configuration >(); + linParams.isSymmetric = true; + linParams.dofsPerNode = 3; + linParams.mgr.separateComponents = true; // TODO Implement the MGR strategy - - // Set the default linear solver parameters - //LinearSolverParameters & linParams = m_linearSolverParameters.get(); - //linParams.dofsPerNode = 3; - //linParams.isSymmetric = true; - //linParams.amg.separateComponents = true; + //linParams.mgr.strategy = LinearSolverParameters::MGR::StrategyType::solidMechanicsAugumentedLagrangianContact; } SolidMechanicsAugmentedLagrangianContact::~SolidMechanicsAugmentedLagrangianContact() @@ -82,26 +83,13 @@ void SolidMechanicsAugmentedLagrangianContact::registerDataOnMesh( dataRepositor { fractureRegion.forElementSubRegions< SurfaceElementSubRegion >( [&]( SurfaceElementSubRegion & subRegion ) { + subRegion.registerField< fields::contact::deltaTraction >( getName() ). + reference().resizeDimension< 1 >( 3 ); + // Register the rotation matrix subRegion.registerField< contact::rotationMatrix >( this->getName() ). reference().resizeDimension< 1, 2 >( 3, 3 ); - // Register the traction field - subRegion.registerField< contact::traction >( this->getName() ). - reference().resizeDimension< 1 >( 3 ); - - // Register the displacement jump - subRegion.registerField< contact::dispJump >( this->getName() ). - reference().resizeDimension< 1 >( 3 ); - - // Register the delta displacement jump - subRegion.registerField< contact::deltaDispJump >( this->getName() ). - reference().resizeDimension< 1 >( 3 ); - - // Register the displacement jump old - subRegion.registerField< contact::oldDispJump >( this->getName() ). - reference().resizeDimension< 1 >( 3 ); - // Register the penalty coefficients for the iterative procedure subRegion.registerField< contact::iterativePenalty >( this->getName() ). reference().resizeDimension< 1 >( 5 ); @@ -245,7 +233,7 @@ void SolidMechanicsAugmentedLagrangianContact::implicitStepSetup( real64 const & FaceElementSubRegion & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); arrayView2d< real64 const > const faceNormal = faceManager.faceNormal(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); arrayView2d< real64 > const incrBubbleDisp = faceManager.getField< fields::solidMechanics::incrementalBubbleDisplacement >(); @@ -253,12 +241,19 @@ void SolidMechanicsAugmentedLagrangianContact::implicitStepSetup( real64 const & arrayView3d< real64 > const rotationMatrix = subRegion.getField< fields::contact::rotationMatrix >().toView(); + arrayView2d< real64 > const unitNormal = subRegion.getNormalVector(); + arrayView2d< real64 > const unitTangent1 = subRegion.getTangentVector1(); + arrayView2d< real64 > const unitTangent2 = subRegion.getTangentVector2(); + // Compute rotation matrices - solidMechanicsALMKernels::ComputeRotationMatricesKernel:: + solidMechanicsConformingContactKernels::ComputeRotationMatricesKernel:: launch< parallelDevicePolicy<> >( subRegion.size(), faceNormal, elemsToFaces, - rotationMatrix ); + rotationMatrix, + unitNormal, + unitTangent1, + unitTangent2 ); // Set the tollerances computeTolerances( domain ); @@ -493,13 +488,13 @@ void SolidMechanicsAugmentedLagrangianContact::assembleSystem( real64 const time real64 const gravityVectorData[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( gravityVector() ); - solidMechanicsALMKernels::ALMBubbleFactory kernelFactory( dispDofNumber, - bubbleDofNumber, - dofManager.rankOffset(), - localMatrix, - localRhs, - dt, - gravityVectorData ); + solidMechanicsConformingContactKernels::FaceBubbleFactory kernelFactory( dispDofNumber, + bubbleDofNumber, + dofManager.rankOffset(), + localMatrix, + localRhs, + dt, + gravityVectorData ); real64 maxTraction = finiteElement:: regionBasedKernelApplication @@ -586,7 +581,7 @@ real64 SolidMechanicsAugmentedLagrangianContact::calculateResidualNorm( real64 c arrayView1d< integer const > const ghostRank = subRegion.ghostRank(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); arrayView1d< globalIndex const > const bubbleDofNumber = faceManager.getReference< globalIndex_array >( bubbleDofKey ); @@ -700,13 +695,13 @@ void SolidMechanicsAugmentedLagrangianContact::applySystemSolution( DofManager c arrayView1d< localIndex const > const & faceElementList ) { - solidMechanicsALMKernels::ALMJumpUpdateFactory kernelFactory( dispDofNumber, - bubbleDofNumber, - dofManager.rankOffset(), - voidMatrix.toViewConstSizes(), - voidRhs.toView(), - dt, - faceElementList ); + solidMechanicsConformingContactKernels::DispJumpUpdateFactory kernelFactory( dispDofNumber, + bubbleDofNumber, + dofManager.rankOffset(), + voidMatrix.toViewConstSizes(), + voidRhs.toView(), + dt, + faceElementList ); real64 maxTraction = finiteElement:: interfaceBasedKernelApplication @@ -788,7 +783,7 @@ bool SolidMechanicsAugmentedLagrangianContact::updateConfiguration( DomainPartit arrayView1d< real64 const > const & normalTractionTolerance = subRegion.getReference< array1d< real64 > >( viewKeyStruct::normalTractionToleranceString() ); - arrayView1d< real64 const > const area = subRegion.getElementArea().toViewConst(); + arrayView1d< real64 const > const faceElementArea = subRegion.getElementArea().toViewConst(); std::ptrdiff_t const sizes[ 2 ] = {subRegion.size(), 3}; traction_new.resize( 2, sizes ); @@ -811,6 +806,7 @@ bool SolidMechanicsAugmentedLagrangianContact::updateConfiguration( DomainPartit traction, dispJump, deltaDispJump, + faceElementArea, traction_new_v ); } else @@ -822,6 +818,7 @@ bool SolidMechanicsAugmentedLagrangianContact::updateConfiguration( DomainPartit traction, dispJump, deltaDispJump, + faceElementArea, traction_new_v ); } } ); @@ -844,7 +841,6 @@ bool SolidMechanicsAugmentedLagrangianContact::updateConfiguration( DomainPartit normalDisplacementTolerance, slidingTolerance, slidingCheckTolerance, - area, fractureState, condConv_v ); } ); @@ -968,6 +964,8 @@ bool SolidMechanicsAugmentedLagrangianContact::updateConfiguration( DomainPartit arrayView2d< real64 const > const deltaDispJump = subRegion.getField< contact::deltaDispJump >(); + arrayView1d< real64 const > const faceElementArea = subRegion.getField< fields::elementArea >(); + constitutiveUpdatePassThru( frictionLaw, [&] ( auto & castedFrictionLaw ) { using FrictionType = TYPEOFREF( castedFrictionLaw ); @@ -979,6 +977,7 @@ bool SolidMechanicsAugmentedLagrangianContact::updateConfiguration( DomainPartit oldDispJump, dispJump, iterativePenalty, + faceElementArea, m_symmetric, normalTractionTolerance, traction, @@ -1196,7 +1195,7 @@ void SolidMechanicsAugmentedLagrangianContact::createBubbleCellList( DomainParti arrayView1d< localIndex > const tmpSpace_v = tmpSpace.toView(); // Store indexes of faces in the temporany array. { - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); forAll< parallelDevicePolicy<> >( subRegion.size(), [ = ] GEOS_HOST_DEVICE ( localIndex const kfe ) { @@ -1370,7 +1369,7 @@ void SolidMechanicsAugmentedLagrangianContact::addCouplingNumNonzeros( DomainPar SurfaceElementRegion const & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); for( localIndex kfe=0; kfe( getUniqueFractureRegionName() ); FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); ArrayOfArraysView< localIndex const > const faceToNodeMap = faceManager.nodeList().toViewConst(); static constexpr int maxNumDispFaceDof = 3 * 4; @@ -1607,7 +1606,7 @@ void SolidMechanicsAugmentedLagrangianContact::computeTolerances( DomainPartitio { arrayView1d< real64 const > const faceArea = subRegion.getElementArea().toViewConst(); arrayView3d< real64 const > const faceRotationMatrix = subRegion.getField< fields::contact::rotationMatrix >().toView(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); arrayView1d< real64 > const normalTractionTolerance = subRegion.getReference< array1d< real64 > >( viewKeyStruct::normalTractionToleranceString() ); @@ -1636,7 +1635,7 @@ void SolidMechanicsAugmentedLagrangianContact::computeTolerances( DomainPartitio real64 averageConstrainedModulus = 0.0; real64 averageBoxSize0 = 0.0; - for( localIndex i = 0; i < elemsToFaces.sizeOfArray( kfe ); ++i ) + for( localIndex i = 0; i < 2; ++i ) { localIndex const faceIndex = elemsToFaces[kfe][i]; localIndex const er = faceToElemRegion[faceIndex][0]; diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.hpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.hpp index c9f517d740..0ed5d059b8 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.hpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsAugmentedLagrangianContact.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.cpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.cpp index 0beb4428f2..b78afce691 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.cpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -32,9 +32,9 @@ #include "mesh/SurfaceElementRegion.hpp" #include "physicsSolvers/solidMechanics/SolidMechanicsFields.hpp" #include "physicsSolvers/solidMechanics/SolidMechanicsLagrangianFEM.hpp" -#include "physicsSolvers/contact/SolidMechanicsEFEMKernels.hpp" -#include "physicsSolvers/contact/SolidMechanicsEFEMStaticCondensationKernels.hpp" -#include "physicsSolvers/contact/SolidMechanicsEFEMJumpUpdateKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsEFEMKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsEFEMStaticCondensationKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsEFEMJumpUpdateKernels.hpp" namespace geos { @@ -64,22 +64,37 @@ SolidMechanicsEmbeddedFractures::~SolidMechanicsEmbeddedFractures() void SolidMechanicsEmbeddedFractures::postInputInitialization() { - SolidMechanicsLagrangianFEM::postInputInitialization(); - - LinearSolverParameters & linParams = m_linearSolverParameters.get(); + ContactSolverBase::postInputInitialization(); + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); if( m_useStaticCondensation ) { - linParams.dofsPerNode = 3; - linParams.isSymmetric = true; - linParams.amg.separateComponents = true; + // configure AMG + linearSolverParameters.isSymmetric = true; + linearSolverParameters.amg.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; } else { - linParams.mgr.strategy = LinearSolverParameters::MGR::StrategyType::solidMechanicsEmbeddedFractures; + setMGRStrategy(); } } +void SolidMechanicsEmbeddedFractures::setMGRStrategy() +{ + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::solidMechanicsEmbeddedFractures; + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); +} + void SolidMechanicsEmbeddedFractures::registerDataOnMesh( dataRepository::Group & meshBodies ) { ContactSolverBase::registerDataOnMesh( meshBodies ); @@ -153,6 +168,20 @@ void SolidMechanicsEmbeddedFractures::implicitStepComplete( real64 const & time_ arrayView2d< real64 > oldDispJump = subRegion.getField< contact::oldDispJump >(); arrayView2d< real64 const > const dispJump = subRegion.getField< contact::dispJump >(); + // update elastic slip before copying dispJump to oldDispJump + string const & frictionLawName = subRegion.template getReference< string >( viewKeyStruct::frictionLawNameString() ); + FrictionBase const & frictionLaw = getConstitutiveModel< FrictionBase >( subRegion, frictionLawName ); + arrayView2d< real64 const > const & traction = subRegion.getField< fields::contact::traction >(); + arrayView1d< integer > const & fractureState = subRegion.getField< fields::contact::fractureState >(); + constitutiveUpdatePassThru( frictionLaw, [&] ( auto & castedFrictionLaw ) + { + using FrictionType = TYPEOFREF( castedFrictionLaw ); + typename FrictionType::KernelWrapper frictionWrapper = castedFrictionLaw.createKernelUpdates(); + + updateElasticSlip( subRegion, frictionWrapper, dispJump, oldDispJump, traction, fractureState ); + } ); + + // now update oldDispJump = dispJump forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) { @@ -161,6 +190,20 @@ void SolidMechanicsEmbeddedFractures::implicitStepComplete( real64 const & time_ } ); } +template< typename WRAPPER_TYPE > +void SolidMechanicsEmbeddedFractures::updateElasticSlip( EmbeddedSurfaceSubRegion const & subRegion, + WRAPPER_TYPE & frictionWrapper, + arrayView2d< real64 const > const & dispJump, + arrayView2d< real64 const > const & oldDispJump, + arrayView2d< real64 const > const & traction, + arrayView1d< integer > const & fractureState ) +{ + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const kfe ) + { + frictionWrapper.updateElasticSlip( kfe, dispJump[kfe], oldDispJump[kfe], traction[kfe], fractureState[kfe] ); + } ); +} + void SolidMechanicsEmbeddedFractures::setupDofs( DomainPartition const & domain, DofManager & dofManager ) const { @@ -785,7 +828,7 @@ bool SolidMechanicsEmbeddedFractures::updateConfiguration( DomainPartition & dom if( ghostRank[kfe] < 0 ) { integer const originalFractureState = fractureState[kfe]; - frictionWrapper.updateFractureState( kfe, dispJump[kfe], traction[kfe], fractureState[kfe] ); + frictionWrapper.updateFractureState( dispJump[kfe], traction[kfe], fractureState[kfe] ); checkActiveSetSub.min( compareFractureStates( originalFractureState, fractureState[kfe] ) ); } } ); diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.hpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.hpp index d9c0e11385..384137706c 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.hpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsEmbeddedFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -63,6 +63,14 @@ class SolidMechanicsEmbeddedFractures : public ContactSolverBase real64 const & dt, DomainPartition & domain ) override final; + template< typename WRAPPER_TYPE > + static void updateElasticSlip( EmbeddedSurfaceSubRegion const & subRegion, + WRAPPER_TYPE & frictionWrapper, + arrayView2d< real64 const > const & dispJump, + arrayView2d< real64 const > const & oldDispJump, + arrayView2d< real64 const > const & traction, + arrayView1d< integer > const & fractureState ); + virtual void assembleSystem( real64 const time, real64 const dt, DomainPartition & domain, @@ -127,6 +135,8 @@ class SolidMechanicsEmbeddedFractures : public ContactSolverBase virtual void postInputInitialization() override final; + void setMGRStrategy(); + private: void updateJump( DofManager const & dofManager, diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.cpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.cpp index 08d5fec172..9a76b95632 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.cpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -73,12 +73,28 @@ SolidMechanicsLagrangeContact::SolidMechanicsLagrangeContact( const string & nam setDescription( "It be used to increase the scale of the stabilization entries. A value < 1.0 results in larger entries in the stabilization matrix." ); addLogLevel< logInfo::Configuration >(); +} + +void SolidMechanicsLagrangeContact::postInputInitialization() +{ + ContactSolverBase::postInputInitialization(); + + setMGRStrategy(); +} + +void SolidMechanicsLagrangeContact::setMGRStrategy() +{ + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; - LinearSolverParameters & linSolParams = m_linearSolverParameters.get(); - linSolParams.mgr.strategy = LinearSolverParameters::MGR::StrategyType::lagrangianContactMechanics; - linSolParams.mgr.separateComponents = true; - linSolParams.mgr.displacementFieldName = solidMechanics::totalDisplacement::key(); - linSolParams.dofsPerNode = 3; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::lagrangianContactMechanics; + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } void SolidMechanicsLagrangeContact::registerDataOnMesh( Group & meshBodies ) @@ -304,7 +320,7 @@ void SolidMechanicsLagrangeContact::computeTolerances( DomainPartition & domain arrayView1d< integer const > const & ghostRank = subRegion.ghostRank(); arrayView1d< real64 const > const & faceArea = subRegion.getElementArea().toViewConst(); arrayView3d< real64 const > const & faceRotationMatrix = subRegion.getReference< array3d< real64 > >( viewKeyStruct::rotationMatrixString() ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); arrayView1d< real64 > const & normalTractionTolerance = subRegion.getReference< array1d< real64 > >( viewKeyStruct::normalTractionToleranceString() ); @@ -334,7 +350,7 @@ void SolidMechanicsLagrangeContact::computeTolerances( DomainPartition & domain real64 averageConstrainedModulus = 0.0; real64 averageBoxSize0 = 0.0; - for( localIndex i = 0; i < elemsToFaces.sizeOfArray( kfe ); ++i ) + for( localIndex i = 0; i < 2; ++i ) { localIndex const faceIndex = elemsToFaces[kfe][i]; localIndex const er = faceToElemRegion[faceIndex][0]; @@ -502,19 +518,15 @@ void SolidMechanicsLagrangeContact::computeFaceDisplacementJump( DomainPartition { arrayView3d< real64 > const & rotationMatrix = subRegion.getReference< array3d< real64 > >( viewKeyStruct::rotationMatrixString() ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); arrayView1d< real64 const > const & area = subRegion.getElementArea().toViewConst(); - arrayView2d< real64 > const & dispJump = subRegion.getField< contact::dispJump >(); - arrayView1d< real64 > const & slip = subRegion.getField< fields::contact::slip >(); - arrayView1d< real64 > const & aperture = subRegion.getField< fields::elementAperture >(); + arrayView2d< real64 > const dispJump = subRegion.getField< contact::dispJump >(); + arrayView1d< real64 > const slip = subRegion.getField< fields::contact::slip >(); + arrayView1d< real64 > const aperture = subRegion.getField< fields::elementAperture >(); forAll< parallelHostPolicy >( subRegion.size(), [=] ( localIndex const kfe ) { - if( elemsToFaces.sizeOfArray( kfe ) != 2 ) - { - return; - } // Contact constraints localIndex const numNodesPerFace = faceToNodeMap.sizeOfArray( elemsToFaces[kfe][0] ); @@ -691,7 +703,7 @@ void SolidMechanicsLagrangeContact:: FaceElementSubRegion const & subRegion ) { arrayView1d< real64 const > const & pressure = subRegion.getReference< array1d< real64 > >( flow::pressure::key() ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); forAll< serialPolicy >( subRegion.size(), [=]( localIndex const kfe ) { @@ -948,7 +960,7 @@ void SolidMechanicsLagrangeContact::computeRotationMatrices( DomainPartition & d [&]( localIndex const, FaceElementSubRegion & subRegion ) { - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); arrayView3d< real64 > const & rotationMatrix = subRegion.getReference< array3d< real64 > >( viewKeyStruct::rotationMatrixString() ); @@ -958,10 +970,7 @@ void SolidMechanicsLagrangeContact::computeRotationMatrices( DomainPartition & d forAll< parallelHostPolicy >( subRegion.size(), [=]( localIndex const kfe ) { - if( elemsToFaces.sizeOfArray( kfe ) != 2 ) - { - return; - } + localIndex const f0 = elemsToFaces[kfe][0]; localIndex const f1 = elemsToFaces[kfe][1]; @@ -1349,14 +1358,11 @@ void SolidMechanicsLagrangeContact:: arrayView1d< globalIndex const > const & tracDofNumber = subRegion.getReference< globalIndex_array >( tracDofKey ); arrayView2d< real64 const > const & traction = subRegion.getReference< array2d< real64 > >( contact::traction::key() ); arrayView3d< real64 const > const & rotationMatrix = subRegion.getReference< array3d< real64 > >( viewKeyStruct::rotationMatrixString() ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); forAll< parallelHostPolicy >( subRegion.size(), [=] ( localIndex const kfe ) { - if( elemsToFaces.sizeOfArray( kfe ) != 2 ) - { - return; - } + localIndex const numNodesPerFace = faceToNodeMap.sizeOfArray( elemsToFaces[kfe][0] ); globalIndex rowDOF[3 * m_maxFaceNodes]; // this needs to be changed when dealing with arbitrary element types @@ -1470,7 +1476,7 @@ void SolidMechanicsLagrangeContact:: arrayView1d< real64 const > const & area = subRegion.getElementArea(); arrayView3d< real64 const > const & rotationMatrix = subRegion.getReference< array3d< real64 > >( viewKeyStruct::rotationMatrixString() ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); arrayView2d< real64 const > const & traction = subRegion.getField< contact::traction >(); arrayView1d< integer const > const & fractureState = subRegion.getField< contact::fractureState >(); arrayView2d< real64 const > const & dispJump = subRegion.getField< contact::dispJump >(); @@ -1484,10 +1490,7 @@ void SolidMechanicsLagrangeContact:: forAll< parallelHostPolicy >( subRegion.size(), [=] ( localIndex const kfe ) { - if( elemsToFaces.sizeOfArray( kfe ) != 2 ) - { - return; - } + if( ghostRank[kfe] < 0 ) { @@ -1594,7 +1597,7 @@ void SolidMechanicsLagrangeContact:: { elemRHS[i] = Ja * ( traction[kfe][i] - limitTau * sliding[ i-1 ] / slidingNorm ); - dRdT( i, 0 ) = Ja * dLimitTau_dNormalTraction * sliding[ i-1 ] / slidingNorm; + dRdT( i, 0 ) = -Ja * dLimitTau_dNormalTraction * sliding[ i-1 ] / slidingNorm; dRdT( i, i ) = Ja; } @@ -1642,7 +1645,7 @@ void SolidMechanicsLagrangeContact:: { elemRHS[i] = Ja * traction[kfe][i] * ( 1.0 - limitTau / vauxNorm ); - dRdT( i, 0 ) = Ja * traction[kfe][i] * dLimitTau_dNormalTraction / vauxNorm; + dRdT( i, 0 ) = -Ja * traction[kfe][i] * dLimitTau_dNormalTraction / vauxNorm; dRdT( i, i ) = Ja; } } @@ -1729,7 +1732,7 @@ void SolidMechanicsLagrangeContact::assembleStabilization( MeshLevel const & mes FaceElementSubRegion const & fractureSubRegion = fractureRegion.getUniqueSubRegion< FaceElementSubRegion >(); GEOS_ERROR_IF( !fractureSubRegion.hasField< contact::traction >(), "The fracture subregion must contain traction field." ); - ArrayOfArraysView< localIndex const > const elem2dToFaces = fractureSubRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elem2dToFaces = fractureSubRegion.faceList().toViewConst(); // Get the state of fracture elements arrayView1d< integer const > const & fractureState = @@ -2356,13 +2359,6 @@ bool SolidMechanicsLagrangeContact::isFractureAllInStickCondition( DomainPartiti return ( ( numNewSlip + numSlip + numOpen ) == 0 ); } -real64 SolidMechanicsLagrangeContact::setNextDt( real64 const & currentDt, - DomainPartition & domain ) -{ - GEOS_UNUSED_VAR( domain ); - return currentDt; -} - REGISTER_CATALOG_ENTRY( PhysicsSolverBase, SolidMechanicsLagrangeContact, string const &, Group * const ) } /* namespace geos */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.hpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.hpp index bfb2b7656b..a39b137473 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.hpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContact.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -31,7 +31,6 @@ class NumericalMethodsManager; class SolidMechanicsLagrangeContact : public ContactSolverBase { public: - SolidMechanicsLagrangeContact( const string & name, Group * const parent ); @@ -101,10 +100,6 @@ class SolidMechanicsLagrangeContact : public ContactSolverBase virtual void resetStateToBeginningOfStep( DomainPartition & domain ) override; - virtual real64 - setNextDt( real64 const & currentDt, - DomainPartition & domain ) override; - void updateState( DomainPartition & domain ) override final; void assembleContact( DomainPartition & domain, @@ -179,6 +174,10 @@ class SolidMechanicsLagrangeContact : public ContactSolverBase DofManager const & dofManager, arrayView1d< real64 const > const & localRhs ); + virtual void postInputInitialization() override final; + + void setMGRStrategy(); + private: string m_stabilizationName; diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContactBubbleStab.cpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContactBubbleStab.cpp new file mode 100644 index 0000000000..2d1f139362 --- /dev/null +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContactBubbleStab.cpp @@ -0,0 +1,1180 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file SolidMechanicsLagrangeContactBubbleStab.cpp + * + */ + +#include "mesh/DomainPartition.hpp" +#include "SolidMechanicsLagrangeContactBubbleStab.hpp" + +#include "physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsBase.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsLagrangeContactKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsDisplacementJumpUpdateKernels.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsContactFaceBubbleKernels.hpp" +#include "physicsSolvers/contact/LogLevelsInfo.hpp" + +#include "constitutive/ConstitutiveManager.hpp" +#include "constitutive/contact/FrictionSelector.hpp" +#include "fieldSpecification/FieldSpecificationManager.hpp" + + +namespace geos +{ + +using namespace constitutive; +using namespace dataRepository; +using namespace fields; + +SolidMechanicsLagrangeContactBubbleStab::SolidMechanicsLagrangeContactBubbleStab( const string & name, + Group * const parent ): + ContactSolverBase( name, parent ) +{ + m_faceTypeToFiniteElements["Quadrilateral"] = std::make_unique< finiteElement::H1_QuadrilateralFace_Lagrange1_GaussLegendre2 >(); + m_faceTypeToFiniteElements["Triangle"] = std::make_unique< finiteElement::H1_TriangleFace_Lagrange1_Gauss1 >(); + +} + +SolidMechanicsLagrangeContactBubbleStab::~SolidMechanicsLagrangeContactBubbleStab() +{ + // TODO Auto-generated destructor stub +} + +real64 SolidMechanicsLagrangeContactBubbleStab::solverStep( real64 const & time_n, + real64 const & dt, + const integer cycleNumber, + DomainPartition & domain ) +{ + if( cycleNumber == 0 ) + { + /// Apply initial conditions to the Fault + FieldSpecificationManager & fieldSpecificationManager = FieldSpecificationManager::getInstance(); + + forDiscretizationOnMeshTargets ( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & ) + + { + fieldSpecificationManager.applyInitialConditions( mesh ); + // Would like to do it like this but it is not working. There is a cast in Object path that tries to cast + // all objects that derive from ElementSubRegionBase to the specified type so this obviously fails. + // fieldSpecificationManager.forSubGroups< FieldSpecificationBase >( [&] ( FieldSpecificationBase const & fs ) + // { + // if( fs.initialCondition() ) + // { + // fs.apply< SurfaceElementSubRegion >( mesh, + // [&]( FieldSpecificationBase const & bc, + // string const &, + // SortedArrayView< localIndex const > const & targetSet, + // SurfaceElementSubRegion & targetGroup, + // string const fieldName ) + // { + // bc.applyFieldValue< FieldSpecificationEqual >( targetSet, 0.0, targetGroup, fieldName ); + // } ); + // } + // } ); + } ); + } + + return ContactSolverBase::solverStep( time_n, dt, cycleNumber, domain ); +} + +void SolidMechanicsLagrangeContactBubbleStab::registerDataOnMesh( Group & meshBodies ) +{ + ContactSolverBase::registerDataOnMesh( meshBodies ); + + forDiscretizationOnMeshTargets( meshBodies, [&] ( string const &, + MeshLevel & meshLevel, + arrayView1d< string const > const & ) + { + FaceManager & faceManager = meshLevel.getFaceManager(); + + // Register the total bubble displacement + faceManager.registerField< solidMechanics::totalBubbleDisplacement >( this->getName() ). + reference().resizeDimension< 1 >( 3 ); + + // Register the incremental bubble displacement + faceManager.registerField< solidMechanics::incrementalBubbleDisplacement >( this->getName() ). + reference().resizeDimension< 1 >( 3 ); + } ); + + forFractureRegionOnMeshTargets( meshBodies, [&] ( SurfaceElementRegion & fractureRegion ) + { + fractureRegion.forElementSubRegions< SurfaceElementSubRegion >( [&]( SurfaceElementSubRegion & subRegion ) + { + // Register the rotation matrix + subRegion.registerField< contact::rotationMatrix >( this->getName() ). + reference().resizeDimension< 1, 2 >( 3, 3 ); + + subRegion.registerField< fields::contact::deltaTraction >( getName() ). + reference().resizeDimension< 1 >( 3 ); + + subRegion.registerField< fields::contact::targetIncrementalJump >( getName() ). + reference().resizeDimension< 1 >( 3 ); + } ); + } ); +} + +void SolidMechanicsLagrangeContactBubbleStab::setupDofs( DomainPartition const & domain, + DofManager & dofManager ) const +{ + GEOS_MARK_FUNCTION; + + SolidMechanicsLagrangianFEM::setupDofs( domain, dofManager ); + + map< std::pair< string, string >, array1d< string > > meshTargets; + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const & meshBodyName, + MeshLevel const & meshLevel, + arrayView1d< string const > const & regionNames ) + { + array1d< string > regions; + ElementRegionManager const & elementRegionManager = meshLevel.getElemManager(); + elementRegionManager.forElementRegions< SurfaceElementRegion >( regionNames, + [&]( localIndex const, + SurfaceElementRegion const & region ) + { + regions.emplace_back( region.getName() ); + } ); + meshTargets[std::make_pair( meshBodyName, meshLevel.getName())] = std::move( regions ); + } ); + + dofManager.addField( solidMechanics::totalBubbleDisplacement::key(), + FieldLocation::Face, + 3, + meshTargets ); + + dofManager.addField( contact::traction::key(), + FieldLocation::Elem, + 3, + meshTargets ); + + // Add coupling between bubble + dofManager.addCoupling( solidMechanics::totalBubbleDisplacement::key(), + solidMechanics::totalBubbleDisplacement::key(), + DofManager::Connector::Elem ); + + dofManager.addCoupling( contact::traction::key(), + contact::traction::key(), + DofManager::Connector::Elem ); + + dofManager.addCoupling( solidMechanics::totalDisplacement::key(), + contact::traction::key(), + DofManager::Connector::Elem, + meshTargets ); + + dofManager.addCoupling( solidMechanics::totalBubbleDisplacement::key(), + contact::traction::key(), + DofManager::Connector::Elem, + meshTargets ); + + dofManager.addCoupling( solidMechanics::totalDisplacement::key(), + solidMechanics::totalBubbleDisplacement::key(), + DofManager::Connector::Elem, + meshTargets ); +} + +void SolidMechanicsLagrangeContactBubbleStab::setupSystem( DomainPartition & domain, + DofManager & dofManager, + CRSMatrix< real64, globalIndex > & localMatrix, + ParallelVector & rhs, + ParallelVector & solution, + bool const GEOS_UNUSED_PARAM( setSparsity ) ) +{ + + + // setup monolithic coupled system + + // Create the lists of interface elements that have same type. + createFaceTypeList( domain ); + + // Create the lists of interface elements that have same type and same fracture state. + updateStickSlipList( domain ); + + // Create the list of cell elements that they are enriched with bubble functions. + createBubbleCellList( domain ); + + dofManager.setDomain( domain ); + setupDofs( domain, dofManager ); + dofManager.reorderByRank(); + + // Set the sparsity pattern without the Abu and Aub blocks. + SparsityPattern< globalIndex > patternDiag; + dofManager.setSparsityPattern( patternDiag ); + + // Get the original row lengths (diagonal blocks only) + array1d< localIndex > rowLengths( patternDiag.numRows() ); + for( localIndex localRow = 0; localRow < patternDiag.numRows(); ++localRow ) + { + rowLengths[localRow] = patternDiag.numNonZeros( localRow ); + } + + // Add the number of nonzeros induced by coupling + this->addCouplingNumNonzeros( domain, dofManager, rowLengths.toView() ); + + // Create a new pattern with enough capacity for coupled matrix + SparsityPattern< globalIndex > pattern; + pattern.resizeFromRowCapacities< parallelHostPolicy >( patternDiag.numRows(), patternDiag.numColumns(), rowLengths.data() ); + + // Copy the original nonzeros + for( localIndex localRow = 0; localRow < patternDiag.numRows(); ++localRow ) + { + globalIndex const * cols = patternDiag.getColumns( localRow ).dataIfContiguous(); + pattern.insertNonZeros( localRow, cols, cols + patternDiag.numNonZeros( localRow ) ); + } + + // Add the nonzeros from coupling + this->addCouplingSparsityPattern( domain, dofManager, pattern.toView() ); + + // Finally, steal the pattern into a CRS matrix + localMatrix.assimilate< parallelDevicePolicy<> >( std::move( pattern ) ); + localMatrix.setName( this->getName() + "/localMatrix" ); + + rhs.setName( this->getName() + "/rhs" ); + rhs.create( dofManager.numLocalDofs(), MPI_COMM_GEOS ); + + solution.setName( this->getName() + "/solution" ); + solution.create( dofManager.numLocalDofs(), MPI_COMM_GEOS ); + + computeRotationMatrices( domain ); +} + +void SolidMechanicsLagrangeContactBubbleStab::computeRotationMatrices( DomainPartition & domain ) const +{ + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & ) + { + + FaceManager & faceManager = mesh.getFaceManager(); + ElementRegionManager & elemManager = mesh.getElemManager(); + + SurfaceElementRegion & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); + FaceElementSubRegion & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); + + arrayView2d< real64 const > const faceNormal = faceManager.faceNormal(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + + arrayView2d< real64 > const incrBubbleDisp = + faceManager.getField< fields::solidMechanics::incrementalBubbleDisplacement >(); + + arrayView3d< real64 > const rotationMatrix = + subRegion.getField< fields::contact::rotationMatrix >().toView(); + + arrayView2d< real64 > const unitNormal = subRegion.getNormalVector(); + arrayView2d< real64 > const unitTangent1 = subRegion.getTangentVector1(); + arrayView2d< real64 > const unitTangent2 = subRegion.getTangentVector2(); + + // Compute rotation matrices + solidMechanicsConformingContactKernels::ComputeRotationMatricesKernel::launch< parallelDevicePolicy<> >( subRegion.size(), + faceNormal, + elemsToFaces, + rotationMatrix, + unitNormal, + unitTangent1, + unitTangent2 ); + + forAll< parallelDevicePolicy<> >( subRegion.size(), + [ = ] + GEOS_HOST_DEVICE ( localIndex const k ) + { + localIndex const kf0 = elemsToFaces[k][0]; + localIndex const kf1 = elemsToFaces[k][1]; + LvArray::tensorOps::fill< 3 >( incrBubbleDisp[kf0], 0.0 ); + LvArray::tensorOps::fill< 3 >( incrBubbleDisp[kf1], 0.0 ); + } ); + } ); +} + +void SolidMechanicsLagrangeContactBubbleStab::implicitStepSetup( real64 const & time_n, + real64 const & dt, + DomainPartition & domain ) +{ + SolidMechanicsLagrangianFEM::implicitStepSetup( time_n, dt, domain ); +} + +void SolidMechanicsLagrangeContactBubbleStab::assembleSystem( real64 const time, + real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ) +{ + GEOS_MARK_FUNCTION; + + SolidMechanicsLagrangianFEM::assembleSystem( time, + dt, + domain, + dofManager, + localMatrix, + localRhs ); + + assembleStabilization( dt, domain, dofManager, localMatrix, localRhs ); + + assembleContact( dt, domain, dofManager, localMatrix, localRhs ); + + // parallel_matrix.create( localMatrix.toViewConst(), dofManager.numLocalDofs(), MPI_COMM_GEOS ); + // parallel_matrix.write("newMatrix.mtx"); + // std::cout << localRhs << std::endl; +} + +void SolidMechanicsLagrangeContactBubbleStab::assembleStabilization( real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ) +{ + // Loop for assembling contributes of bubble elements (Abb, Abu, Aub) + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + { + NodeManager const & nodeManager = mesh.getNodeManager(); + FaceManager const & faceManager = mesh.getFaceManager(); + + string const & dispDofKey = dofManager.getKey( solidMechanics::totalDisplacement::key() ); + string const & bubbleDofKey = dofManager.getKey( solidMechanics::totalBubbleDisplacement::key() ); + + arrayView1d< globalIndex const > const dispDofNumber = nodeManager.getReference< globalIndex_array >( dispDofKey ); + arrayView1d< globalIndex const > const bubbleDofNumber = faceManager.getReference< globalIndex_array >( bubbleDofKey ); + + real64 const gravityVectorData[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( gravityVector() ); + + + solidMechanicsConformingContactKernels::FaceBubbleFactory kernelFactory( dispDofNumber, + bubbleDofNumber, + dofManager.rankOffset(), + localMatrix, + localRhs, + dt, + gravityVectorData ); + + real64 maxTraction = finiteElement:: + regionBasedKernelApplication + < parallelDevicePolicy< >, + constitutive::ElasticIsotropic, + CellElementSubRegion >( mesh, + regionNames, + getDiscretizationName(), + SolidMechanicsLagrangianFEM::viewKeyStruct::solidMaterialNamesString(), + kernelFactory ); + + GEOS_UNUSED_VAR( maxTraction ); + + } ); +} + +void SolidMechanicsLagrangeContactBubbleStab::assembleContact( real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ) +{ + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const & meshName, + MeshLevel & mesh, + arrayView1d< string const > const & ) + { + NodeManager const & nodeManager = mesh.getNodeManager(); + FaceManager const & faceManager = mesh.getFaceManager(); + + string const & dispDofKey = dofManager.getKey( solidMechanics::totalDisplacement::key() ); + string const & bubbleDofKey = dofManager.getKey( solidMechanics::totalBubbleDisplacement::key() ); + string const & tractionDofKey = dofManager.getKey( contact::traction::key() ); + + arrayView1d< globalIndex const > const dispDofNumber = nodeManager.getReference< globalIndex_array >( dispDofKey ); + arrayView1d< globalIndex const > const bubbleDofNumber = faceManager.getReference< globalIndex_array >( bubbleDofKey ); + + string const & fractureRegionName = this->getUniqueFractureRegionName(); + + forFiniteElementOnStickFractureSubRegions( meshName, [&] ( string const &, + finiteElement::FiniteElementBase const & subRegionFE, + arrayView1d< localIndex const > const & faceElementList, + bool const ) + { + solidMechanicsLagrangeContactKernels::LagrangeContactFactory kernelFactory( dispDofNumber, + bubbleDofNumber, + dofManager.rankOffset(), + localMatrix, + localRhs, + dt, + faceElementList, + tractionDofKey ); + + real64 maxTraction = finiteElement:: + interfaceBasedKernelApplication + < parallelDevicePolicy< >, + constitutive::FrictionBase >( mesh, + fractureRegionName, + faceElementList, + subRegionFE, + viewKeyStruct::frictionLawNameString(), + kernelFactory ); + + GEOS_UNUSED_VAR( maxTraction ); + } ); + } ); +} + +void SolidMechanicsLagrangeContactBubbleStab::implicitStepComplete( real64 const & time_n, + real64 const & dt, + DomainPartition & domain ) +{ + SolidMechanicsLagrangianFEM::implicitStepComplete( time_n, dt, domain ); + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & ) + { + mesh.getElemManager().forElementSubRegions< FaceElementSubRegion >( [&]( FaceElementSubRegion & subRegion ) + { + arrayView2d< real64 > const deltaTraction = subRegion.getField< contact::deltaTraction >(); + arrayView2d< real64 > const deltaDispJump = subRegion.getField< contact::deltaDispJump >(); + arrayView2d< real64 const > const dispJump = subRegion.getField< contact::dispJump >(); + arrayView2d< real64 > const oldDispJump = subRegion.getField< contact::oldDispJump >(); + + forAll< parallelHostPolicy >( subRegion.size(), [=] ( localIndex const kfe ) + { + LvArray::tensorOps::fill< 3 >( deltaDispJump[kfe], 0.0 ); + LvArray::tensorOps::fill< 3 >( deltaTraction[kfe], 0.0 ); + LvArray::tensorOps::copy< 3 >( oldDispJump[kfe], dispJump[kfe] ); + } ); + } ); + } ); +} + +real64 SolidMechanicsLagrangeContactBubbleStab::calculateResidualNorm( real64 const & time, + real64 const & dt, + DomainPartition const & domain, + DofManager const & dofManager, + arrayView1d< real64 const > const & localRhs ) +{ + GEOS_MARK_FUNCTION; + + real64 const solidResidual = SolidMechanicsLagrangianFEM::calculateResidualNorm( time, dt, domain, dofManager, localRhs ); + + real64 const contactResidual = calculateContactResidualNorm( domain, dofManager, localRhs ); + + return sqrt( solidResidual * solidResidual + contactResidual * contactResidual ); +} + +real64 SolidMechanicsLagrangeContactBubbleStab::calculateContactResidualNorm( DomainPartition const & domain, + DofManager const & dofManager, + arrayView1d< real64 const > const & localRhs ) +{ + string const & dofKey = dofManager.getKey( contact::traction::key() ); + globalIndex const rankOffset = dofManager.rankOffset(); + + real64 stickResidual = 0.0; + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel const & mesh, + arrayView1d< string const > const & regionNames ) + { + mesh.getElemManager().forElementSubRegions< FaceElementSubRegion >( regionNames, + [&]( localIndex const, FaceElementSubRegion const & subRegion ) + { + arrayView1d< globalIndex const > const & dofNumber = subRegion.getReference< array1d< globalIndex > >( dofKey ); + arrayView1d< integer const > const & ghostRank = subRegion.ghostRank(); + arrayView1d< real64 const > const & area = subRegion.getElementArea(); + + RAJA::ReduceSum< parallelHostReduce, real64 > stickSum( 0.0 ); + forAll< parallelHostPolicy >( subRegion.size(), [=] ( localIndex const k ) + { + if( ghostRank[k] < 0 ) + { + localIndex const localRow = LvArray::integerConversion< localIndex >( dofNumber[k] - rankOffset ); + for( localIndex dim = 0; dim < 3; ++dim ) + { + real64 const norm = localRhs[localRow + dim] / area[k]; + stickSum += norm * norm; + } + } + } ); + + stickResidual += stickSum.get(); + } ); + } ); + + stickResidual = MpiWrapper::sum( stickResidual ); + stickResidual = sqrt( stickResidual ); + + if( getLogLevel() >= 1 && logger::internal::rank==0 ) + { + std::cout << GEOS_FMT( " ( Rt ) = ( {:15.6e} )", stickResidual ); + } + + return sqrt( stickResidual * stickResidual ); +} + + +void SolidMechanicsLagrangeContactBubbleStab::applySystemSolution( DofManager const & dofManager, + arrayView1d< real64 const > const & localSolution, + real64 const scalingFactor, + real64 const dt, + DomainPartition & domain ) +{ + GEOS_MARK_FUNCTION; + + SolidMechanicsLagrangianFEM::applySystemSolution( dofManager, localSolution, scalingFactor, dt, domain ); + + dofManager.addVectorToField( localSolution, + contact::traction::key(), + contact::deltaTraction::key(), + scalingFactor ); + + dofManager.addVectorToField( localSolution, + contact::traction::key(), + contact::traction::key(), + scalingFactor ); + + dofManager.addVectorToField( localSolution, + solidMechanics::totalBubbleDisplacement::key(), + solidMechanics::totalBubbleDisplacement::key(), + scalingFactor ); + + dofManager.addVectorToField( localSolution, + solidMechanics::totalBubbleDisplacement::key(), + solidMechanics::incrementalBubbleDisplacement::key(), + scalingFactor ); + + + // Loop for updating the displacement jump + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const & meshName, + MeshLevel & mesh, + arrayView1d< string const > const & ) + + { + + NodeManager const & nodeManager = mesh.getNodeManager(); + FaceManager const & faceManager = mesh.getFaceManager(); + + string const & dispDofKey = dofManager.getKey( solidMechanics::totalDisplacement::key() ); + string const & bubbleDofKey = dofManager.getKey( solidMechanics::totalBubbleDisplacement::key() ); + + arrayView1d< globalIndex const > const dispDofNumber = nodeManager.getReference< globalIndex_array >( dispDofKey ); + arrayView1d< globalIndex const > const bubbleDofNumber = faceManager.getReference< globalIndex_array >( bubbleDofKey ); + + string const & fractureRegionName = this->getUniqueFractureRegionName(); + + CRSMatrix< real64, globalIndex > const voidMatrix; + array1d< real64 > const voidRhs; + + forFiniteElementOnFractureSubRegions( meshName, [&] ( string const &, + finiteElement::FiniteElementBase const & subRegionFE, + arrayView1d< localIndex const > const & faceElementList ) + { + + solidMechanicsConformingContactKernels::DispJumpUpdateFactory kernelFactory( dispDofNumber, + bubbleDofNumber, + dofManager.rankOffset(), + voidMatrix.toViewConstSizes(), + voidRhs.toView(), + dt, + faceElementList ); + + real64 maxTraction = finiteElement:: + interfaceBasedKernelApplication + < parallelDevicePolicy< >, + constitutive::NullModel >( mesh, + fractureRegionName, + faceElementList, + subRegionFE, + "", + kernelFactory ); + + GEOS_UNUSED_VAR( maxTraction ); + + } ); + } ); + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & ) + { + FieldIdentifiers fieldsToBeSync; + + fieldsToBeSync.addFields( FieldLocation::Face, + { solidMechanics::incrementalBubbleDisplacement::key(), + solidMechanics::totalBubbleDisplacement::key() } ); + + fieldsToBeSync.addElementFields( { contact::traction::key(), + contact::deltaTraction::key(), + contact::dispJump::key() }, + { getUniqueFractureRegionName() } ); + + CommunicationTools::getInstance().synchronizeFields( fieldsToBeSync, + mesh, + domain.getNeighbors(), + true ); + } ); +} + +void SolidMechanicsLagrangeContactBubbleStab::addCouplingNumNonzeros( DomainPartition & domain, + DofManager & dofManager, + arrayView1d< localIndex > const & rowLengths ) const +{ + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel const & mesh, + arrayView1d< string const > const & regionNames ) + { + + ElementRegionManager const & elemManager = mesh.getElemManager(); + NodeManager const & nodeManager = mesh.getNodeManager(); + FaceManager const & faceManager = mesh.getFaceManager(); + + ArrayOfArraysView< localIndex const > const faceToNodeMap = faceManager.nodeList().toViewConst(); + + globalIndex const rankOffset = dofManager.rankOffset(); + + string const bubbleDofKey = dofManager.getKey( solidMechanics::totalBubbleDisplacement::key() ); + string const dispDofKey = dofManager.getKey( solidMechanics::totalDisplacement::key() ); + + arrayView1d< globalIndex const > const bubbleDofNumber = faceManager.getReference< globalIndex_array >( bubbleDofKey ); + arrayView1d< globalIndex const > const dispDofNumber = nodeManager.getReference< globalIndex_array >( dispDofKey ); + + elemManager.forElementSubRegions< CellElementSubRegion >( regionNames, [&]( localIndex const, CellElementSubRegion const & cellElementSubRegion ) + { + + arrayView1d< localIndex const > const bubbleElemsList = cellElementSubRegion.bubbleElementsList(); + arrayView2d< localIndex const > const faceElemsList = cellElementSubRegion.faceElementsList(); + + localIndex const numDispDof = 3*cellElementSubRegion.numNodesPerElement(); + + for( localIndex bi=0; bi( bubbleDofNumber[k] - rankOffset ); + + if( localRow >= 0 && localRow < rowLengths.size() ) + { + for( localIndex i=0; i<3; ++i ) + { + rowLengths[localRow + i] += numDispDof; + } + } + + for( localIndex a=0; a( dispDofNumber[node] - rankOffset ); + + if( localDispRow >= 0 && localDispRow < rowLengths.size() ) + { + for( int d=0; d<3; ++d ) + { + rowLengths[localDispRow + d] += 3; + } + } + } + } + + } ); + + SurfaceElementRegion const & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); + FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + + for( localIndex kfe=0; kfe( bubbleDofNumber[kf] - rankOffset ); + + if( localRow >= 0 && localRow < rowLengths.size() ) + { + for( localIndex i=0; i<3; ++i ) + { + rowLengths[localRow + i] += numDispDof; + } + } + + for( localIndex a=0; a( dispDofNumber[node] - rankOffset ); + + if( localDispRow >= 0 && localDispRow < rowLengths.size() ) + { + for( int d=0; d<3; ++d ) + { + rowLengths[localDispRow + d] += 3; + } + } + } + } + + } + + } ); +} + +void SolidMechanicsLagrangeContactBubbleStab::addCouplingSparsityPattern( DomainPartition const & domain, + DofManager const & dofManager, + SparsityPatternView< globalIndex > const & pattern ) const +{ + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel const & mesh, + arrayView1d< string const > const & regionNames ) + { + + ElementRegionManager const & elemManager = mesh.getElemManager(); + NodeManager const & nodeManager = mesh.getNodeManager(); + FaceManager const & faceManager = mesh.getFaceManager(); + + globalIndex const rankOffset = dofManager.rankOffset(); + + string const bubbleDofKey = dofManager.getKey( solidMechanics::totalBubbleDisplacement::key() ); + string const dispDofKey = dofManager.getKey( solidMechanics::totalDisplacement::key() ); + + arrayView1d< globalIndex const > const bubbleDofNumber = faceManager.getReference< globalIndex_array >( bubbleDofKey ); + arrayView1d< globalIndex const > const dispDofNumber = nodeManager.getReference< globalIndex_array >( dispDofKey ); + + static constexpr int maxNumDispDof = 3 * 8; + + elemManager.forElementSubRegions< CellElementSubRegion >( regionNames, [&]( localIndex const, CellElementSubRegion const & cellElementSubRegion ) + { + + arrayView1d< localIndex const > const bubbleElemsList = cellElementSubRegion.bubbleElementsList(); + arrayView2d< localIndex const > const faceElemsList = cellElementSubRegion.faceElementsList(); + + localIndex const numDispDof = 3*cellElementSubRegion.numNodesPerElement(); + + for( localIndex bi=0; bi eqnRowIndicesDisp ( numDispDof ); + stackArray1d< globalIndex, 3 > eqnRowIndicesBubble( 3 ); + stackArray1d< globalIndex, maxNumDispDof > dofColIndicesDisp ( numDispDof ); + stackArray1d< globalIndex, 3 > dofColIndicesBubble( 3 ); + + for( localIndex idof = 0; idof < 3; ++idof ) + { + eqnRowIndicesBubble[idof] = bubbleDofNumber[k] + idof - rankOffset; + dofColIndicesBubble[idof] = bubbleDofNumber[k] + idof; + } + + for( localIndex a=0; a= 0 && eqnRowIndicesDisp[i] < pattern.numRows() ) + { + for( localIndex j = 0; j < dofColIndicesBubble.size(); ++j ) + { + pattern.insertNonZero( eqnRowIndicesDisp[i], dofColIndicesBubble[j] ); + } + } + } + + for( localIndex i = 0; i < eqnRowIndicesBubble.size(); ++i ) + { + if( eqnRowIndicesBubble[i] >= 0 && eqnRowIndicesBubble[i] < pattern.numRows() ) + { + for( localIndex j=0; j < dofColIndicesDisp.size(); ++j ) + { + pattern.insertNonZero( eqnRowIndicesBubble[i], dofColIndicesDisp[j] ); + } + } + } + + } + + } ); + + SurfaceElementRegion const & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); + FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + ArrayOfArraysView< localIndex const > const faceToNodeMap = faceManager.nodeList().toViewConst(); + + static constexpr int maxNumDispFaceDof = 3 * 4; + + for( localIndex kfe=0; kfe eqnRowIndicesDisp ( numDispDof ); + stackArray1d< globalIndex, 3 > eqnRowIndicesBubble( 3 ); + stackArray1d< globalIndex, maxNumDispFaceDof > dofColIndicesDisp ( numDispDof ); + stackArray1d< globalIndex, 3 > dofColIndicesBubble( 3 ); + + for( localIndex idof = 0; idof < 3; ++idof ) + { + eqnRowIndicesBubble[idof] = bubbleDofNumber[kf] + idof - rankOffset; + dofColIndicesBubble[idof] = bubbleDofNumber[kf] + idof; + } + + for( localIndex a=0; a= 0 && eqnRowIndicesDisp[i] < pattern.numRows() ) + { + for( localIndex j = 0; j < dofColIndicesBubble.size(); ++j ) + { + pattern.insertNonZero( eqnRowIndicesDisp[i], dofColIndicesBubble[j] ); + } + } + } + + for( localIndex i = 0; i < eqnRowIndicesBubble.size(); ++i ) + { + if( eqnRowIndicesBubble[i] >= 0 && eqnRowIndicesBubble[i] < pattern.numRows() ) + { + for( localIndex j=0; j < dofColIndicesDisp.size(); ++j ) + { + pattern.insertNonZero( eqnRowIndicesBubble[i], dofColIndicesDisp[j] ); + } + } + } + + } + } + } ); + +} + +void SolidMechanicsLagrangeContactBubbleStab::updateStickSlipList( DomainPartition const & domain ) +{ + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const & meshName, + MeshLevel const & mesh, + arrayView1d< string const > const & ) + + { + + ElementRegionManager const & elemManager = mesh.getElemManager(); + SurfaceElementRegion const & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); + FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); + + arrayView1d< integer const > const fractureState = subRegion.getField< contact::fractureState >(); + + forFiniteElementOnFractureSubRegions( meshName, [&] ( string const & finiteElementName, + finiteElement::FiniteElementBase const &, + arrayView1d< localIndex const > const & faceElementList ) + { + + array1d< localIndex > keys( subRegion.size()); + array1d< localIndex > vals( subRegion.size()); + array1d< localIndex > stickList; + array1d< localIndex > slipList; + RAJA::ReduceSum< ReducePolicy< parallelDevicePolicy<> >, localIndex > nStick_r( 0 ); + RAJA::ReduceSum< ReducePolicy< parallelDevicePolicy<> >, localIndex > nSlip_r( 0 ); + + arrayView1d< localIndex > const keys_v = keys.toView(); + arrayView1d< localIndex > const vals_v = vals.toView(); + forAll< parallelDevicePolicy<> >( faceElementList.size(), + [ = ] + GEOS_HOST_DEVICE ( localIndex const kfe ) + { + + localIndex const faceIndex = faceElementList[kfe]; + if( fractureState[faceIndex] == contact::FractureState::Stick ) + { + keys_v[kfe]=0; + vals_v[kfe]=faceIndex; + nStick_r += 1; + } + else if(( fractureState[faceIndex] == contact::FractureState::Slip ) || + (fractureState[faceIndex] == contact::FractureState::NewSlip)) + { + keys_v[kfe]=1; + vals_v[kfe]=faceIndex; + nSlip_r += 1; + } + else + { + keys_v[kfe] = 2; + } + + } ); + + localIndex nStick = static_cast< localIndex >(nStick_r.get()); + localIndex nSlip = static_cast< localIndex >(nSlip_r.get()); + + // Sort vals according to keys to ensure that + // elements of the same type are adjacent in the vals list. + // This arrangement allows for efficient copying into the container + // by leveraging parallelism. + RAJA::sort_pairs< parallelDevicePolicy<> >( keys_v, vals_v ); + + stickList.resize( nStick ); + slipList.resize( nSlip ); + arrayView1d< localIndex > const stickList_v = stickList.toView(); + arrayView1d< localIndex > const slipList_v = slipList.toView(); + + forAll< parallelDevicePolicy<> >( nStick, [ = ] + GEOS_HOST_DEVICE ( localIndex const kfe ) + { + stickList_v[kfe] = vals_v[kfe]; + } ); + + forAll< parallelDevicePolicy<> >( nSlip, [ = ] + GEOS_HOST_DEVICE ( localIndex const kfe ) + { + slipList_v[kfe] = vals_v[nStick+kfe]; + } ); + + this->m_faceTypesToFaceElementsStick[meshName][finiteElementName] = stickList; + this->m_faceTypesToFaceElementsSlip[meshName][finiteElementName] = slipList; + + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Configuration, GEOS_FMT( "# stick elements: {}, # slip elements: {}", nStick, nSlip )) + } ); + } ); + +} + +void SolidMechanicsLagrangeContactBubbleStab::createFaceTypeList( DomainPartition const & domain ) +{ + + // Generate lists containing elements of various face types + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const & meshName, + MeshLevel const & mesh, + arrayView1d< string const > const ) + { + FaceManager const & faceManager = mesh.getFaceManager(); + ElementRegionManager const & elemManager = mesh.getElemManager(); + ArrayOfArraysView< localIndex const > const faceToNodeMap = faceManager.nodeList().toViewConst(); + + SurfaceElementRegion const & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); + FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); + + array1d< localIndex > keys( subRegion.size()); + array1d< localIndex > vals( subRegion.size()); + array1d< localIndex > quadList; + array1d< localIndex > triList; + RAJA::ReduceSum< ReducePolicy< parallelDevicePolicy<> >, localIndex > nTri_r( 0 ); + RAJA::ReduceSum< ReducePolicy< parallelDevicePolicy<> >, localIndex > nQuad_r( 0 ); + + arrayView1d< localIndex > const keys_v = keys.toView(); + arrayView1d< localIndex > const vals_v = vals.toView(); + // Determine the size of the lists and generate the vector keys and vals for parallel indexing into lists. + // (With RAJA, parallelizing this operation seems the most viable approach.) + forAll< parallelDevicePolicy<> >( subRegion.size(), + [ = ] GEOS_HOST_DEVICE ( localIndex const kfe ) + { + + localIndex const numNodesPerFace = faceToNodeMap.sizeOfArray( kfe ); + if( numNodesPerFace == 3 ) + { + keys_v[kfe]=0; + vals_v[kfe]=kfe; + nTri_r += 1; + } + else if( numNodesPerFace == 4 ) + { + keys_v[kfe]=1; + vals_v[kfe]=kfe; + nQuad_r += 1; + } + else + { + GEOS_ERROR( "SolidMechanicsLagrangeContactBubbleStab:: invalid face type" ); + } + } ); + + localIndex nQuad = static_cast< localIndex >(nQuad_r.get()); + localIndex nTri = static_cast< localIndex >(nTri_r.get()); + + // Sort vals according to keys to ensure that + // elements of the same type are adjacent in the vals list. + // This arrangement allows for efficient copying into the container + // by leveraging parallelism. + RAJA::sort_pairs< parallelDevicePolicy<> >( keys_v, vals_v ); + + quadList.resize( nQuad ); + triList.resize( nTri ); + arrayView1d< localIndex > const quadList_v = quadList.toView(); + arrayView1d< localIndex > const triList_v = triList.toView(); + + forAll< parallelDevicePolicy<> >( nTri, [ = ] GEOS_HOST_DEVICE ( localIndex const kfe ) + { + triList_v[kfe] = vals_v[kfe]; + } ); + + forAll< parallelDevicePolicy<> >( nQuad, [ = ] GEOS_HOST_DEVICE ( localIndex const kfe ) + { + quadList_v[kfe] = vals_v[nTri+kfe]; + } ); + + this->m_faceTypesToFaceElements[meshName]["Quadrilateral"] = quadList; + this->m_faceTypesToFaceElements[meshName]["Triangle"] = triList; + } ); + +} + +void SolidMechanicsLagrangeContactBubbleStab::createBubbleCellList( DomainPartition & domain ) const +{ + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&] ( string const &, + MeshLevel & mesh, + arrayView1d< string const > const regionNames ) + { + ElementRegionManager & elemManager = mesh.getElemManager(); + + SurfaceElementRegion const & region = elemManager.getRegion< SurfaceElementRegion >( getUniqueFractureRegionName() ); + FaceElementSubRegion const & subRegion = region.getUniqueSubRegion< FaceElementSubRegion >(); + // Array to store face indexes + array1d< localIndex > tmpSpace( 2*subRegion.size()); + SortedArray< localIndex > faceIdList; + + arrayView1d< localIndex > const tmpSpace_v = tmpSpace.toView(); + // Store indexes of faces in the temporany array. + { + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + + forAll< parallelDevicePolicy<> >( subRegion.size(), [ = ] GEOS_HOST_DEVICE ( localIndex const kfe ) + { + + localIndex const kf0 = elemsToFaces[kfe][0], kf1 = elemsToFaces[kfe][1]; + tmpSpace_v[2*kfe] = kf0, tmpSpace_v[2*kfe+1] = kf1; + + } ); + } + + // Sort indexes to enable efficient searching using binary search. + RAJA::stable_sort< parallelDevicePolicy<> >( tmpSpace_v ); + faceIdList.insert( tmpSpace_v.begin(), tmpSpace_v.end()); + + // Search for bubble element on each CellElementSubRegion and + // store element indexes, global and local face indexes. + elemManager.forElementSubRegions< CellElementSubRegion >( regionNames, [&]( localIndex const, CellElementSubRegion & cellElementSubRegion ) + { + + arrayView2d< localIndex const > const elemsToFaces = cellElementSubRegion.faceList().toViewConst(); + + RAJA::ReduceSum< ReducePolicy< parallelDevicePolicy<> >, localIndex > nBubElems_r( 0 ); + + localIndex const n_max = cellElementSubRegion.size() * elemsToFaces.size( 1 ); + array1d< localIndex > keys( n_max ); + array1d< localIndex > perms( n_max ); + array1d< localIndex > vals( n_max ); + array1d< localIndex > localFaceIds( n_max ); + + arrayView1d< localIndex > const keys_v = keys.toView(); + arrayView1d< localIndex > const perms_v = perms.toView(); + arrayView1d< localIndex > const vals_v = vals.toView(); + arrayView1d< localIndex > const localFaceIds_v = localFaceIds.toView(); + SortedArrayView< localIndex const > const faceIdList_v = faceIdList.toViewConst(); + + forAll< parallelDevicePolicy<> >( cellElementSubRegion.size(), + [ = ] + GEOS_HOST_DEVICE ( localIndex const kfe ) + { + for( int i=0; i < elemsToFaces.size( 1 ); ++i ) + { + perms_v[kfe*elemsToFaces.size( 1 )+i] = kfe*elemsToFaces.size( 1 )+i; + if( faceIdList_v.contains( elemsToFaces[kfe][i] )) + { + keys_v[kfe*elemsToFaces.size( 1 )+i] = 0; + vals_v[kfe*elemsToFaces.size( 1 )+i] = kfe; + localFaceIds_v[kfe*elemsToFaces.size( 1 )+i] = i; + nBubElems_r += 1; + } + else + { + keys_v[kfe*elemsToFaces.size( 1 )+i] = 1; + vals_v[kfe*elemsToFaces.size( 1 )+i] = -1; + localFaceIds_v[kfe*elemsToFaces.size( 1 )+i] = -1; + } + } + } ); + + // Sort perms according to keys to ensure that bubble elements are adjacent + // and occupy the first positions of the list. + // This arrangement allows for efficient copying into the container + // by leveraging parallelism. + localIndex nBubElems = static_cast< localIndex >(nBubElems_r.get()); + RAJA::sort_pairs< parallelDevicePolicy<> >( keys_v, perms_v ); + + array1d< localIndex > bubbleElemsList; + bubbleElemsList.resize( nBubElems ); + + arrayView1d< localIndex > const bubbleElemsList_v = bubbleElemsList.toView(); + + forAll< parallelDevicePolicy<> >( n_max, [ = ] GEOS_HOST_DEVICE ( localIndex const k ) + { + keys_v[k] = vals_v[perms_v[k]]; + } ); + + forAll< parallelDevicePolicy<> >( nBubElems, [ = ] GEOS_HOST_DEVICE ( localIndex const k ) + { + bubbleElemsList_v[k] = keys_v[k]; + } ); + cellElementSubRegion.setBubbleElementsList( bubbleElemsList.toViewConst()); + + forAll< parallelDevicePolicy<> >( n_max, [ = ] GEOS_HOST_DEVICE ( localIndex const k ) + { + keys_v[k] = localFaceIds_v[perms_v[k]]; + } ); + + array2d< localIndex > faceElemsList; + faceElemsList.resize( nBubElems, 2 ); + + arrayView2d< localIndex > const faceElemsList_v = faceElemsList.toView(); + + forAll< parallelDevicePolicy<> >( nBubElems, + [ = ] + GEOS_HOST_DEVICE ( localIndex const k ) + { + localIndex const kfe = bubbleElemsList_v[k]; + faceElemsList_v[k][0] = elemsToFaces[kfe][keys_v[k]]; + faceElemsList_v[k][1] = keys_v[k]; + } ); + cellElementSubRegion.setFaceElementsList( faceElemsList.toViewConst()); + + } ); + + } ); + +} + +REGISTER_CATALOG_ENTRY( PhysicsSolverBase, SolidMechanicsLagrangeContactBubbleStab, string const &, Group * const ) + +} /* namespace geos */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContactBubbleStab.hpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContactBubbleStab.hpp new file mode 100644 index 0000000000..8daefd588f --- /dev/null +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsLagrangeContactBubbleStab.hpp @@ -0,0 +1,240 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file SolidMechanicsLagrangeContactBubbleStab.hpp + * + */ + +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSLAGRANGECONTACTBUBBLESTAB_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSLAGRANGECONTACTBUBBLESTAB_HPP_ + +#include "physicsSolvers/contact/ContactSolverBase.hpp" + +namespace geos +{ + +class NumericalMethodsManager; + +class SolidMechanicsLagrangeContactBubbleStab : public ContactSolverBase +{ +public: + + SolidMechanicsLagrangeContactBubbleStab( const string & name, + Group * const parent ); + + ~SolidMechanicsLagrangeContactBubbleStab() override; + + /** + * @brief name of the node manager in the object catalog + * @return string that contains the catalog name to generate a new NodeManager object through the object catalog. + */ + static string catalogName() + { + return "SolidMechanicsLagrangeContactBubbleStab"; + } + /** + * @copydoc SolverBase::getCatalogName() + */ + string getCatalogName() const override { return catalogName(); } + + virtual void registerDataOnMesh( Group & MeshBodies ) override final; + + real64 solverStep( real64 const & time_n, + real64 const & dt, + const integer cycleNumber, + DomainPartition & domain ) override final; + + virtual void + setupDofs( DomainPartition const & domain, + DofManager & dofManager ) const override; + + virtual void + setupSystem( DomainPartition & domain, + DofManager & dofManager, + CRSMatrix< real64, globalIndex > & localMatrix, + ParallelVector & rhs, + ParallelVector & solution, + bool const setSparsity = true ) override final; + + virtual void + implicitStepSetup( real64 const & time_n, + real64 const & dt, + DomainPartition & domain ) override final; + + virtual void + implicitStepComplete( real64 const & time_n, + real64 const & dt, + DomainPartition & domain ) override final; + + virtual void + assembleSystem( real64 const time, + real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ) override; + + virtual real64 + calculateResidualNorm( real64 const & time, + real64 const & dt, + DomainPartition const & domain, + DofManager const & dofManager, + arrayView1d< real64 const > const & localRhs ) override; + + virtual void + applySystemSolution( DofManager const & dofManager, + arrayView1d< real64 const > const & localSolution, + real64 const scalingFactor, + real64 const dt, + DomainPartition & domain ) override; + + void assembleContact( real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ); + + void assembleStabilization( real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ); + + real64 calculateContactResidualNorm( DomainPartition const & domain, + DofManager const & dofManager, + arrayView1d< real64 const > const & localRhs ); + + /** + * @brief Loop over the finite element type on the fracture subregions of meshName and apply callback. + * @tparam LAMBDA The callback function type + * @param meshName The mesh name. + * @param lambda The callback function. Take the finite element type name and + * the list of face element of the same type. + */ + template< typename LAMBDA > + void forFiniteElementOnFractureSubRegions( string const & meshName, LAMBDA && lambda ) const + { + std::map< string, + array1d< localIndex > > const & faceTypesToFaceElements = m_faceTypesToFaceElements.at( meshName ); + + for( const auto & [finiteElementName, faceElementList] : faceTypesToFaceElements ) + { + arrayView1d< localIndex const > const faceElemList = faceElementList.toViewConst(); + + finiteElement::FiniteElementBase const & subRegionFE = *(m_faceTypeToFiniteElements.at( finiteElementName )); + + lambda( finiteElementName, subRegionFE, faceElemList ); + } + } + + /** + * @brief Loop over the finite element type on the stick fracture subregions of meshName and apply callback. + * @tparam LAMBDA The callback function type + * @param meshName The mesh name. + * @param lambda The callback function. Take the finite element type name and + * the list of face element of the same type. + */ + template< typename LAMBDA > + void forFiniteElementOnStickFractureSubRegions( string const & meshName, LAMBDA && lambda ) const + { + bool const isStickState = true; + + std::map< string, array1d< localIndex > > const & + faceTypesToFaceElements = m_faceTypesToFaceElementsStick.at( meshName ); + + for( const auto & [finiteElementName, faceElementList] : faceTypesToFaceElements ) + { + arrayView1d< localIndex const > const faceElemList = faceElementList.toViewConst(); + + finiteElement::FiniteElementBase const & subRegionFE = *(m_faceTypeToFiniteElements.at( finiteElementName )); + + lambda( finiteElementName, subRegionFE, faceElemList, isStickState ); + } + } + +/** + * @brief Create the list of finite elements of the same type + * for each FaceElementSubRegion (Triangle or Quadrilateral) + * and of the same fracture state (Stick or Slip). + * @param domain The physical domain object + */ + void updateStickSlipList( DomainPartition const & domain ); + + /** + * @brief Create the list of finite elements of the same type + * for each FaceElementSubRegion (Triangle or Quadrilateral). + * @param domain The physical domain object + */ + void createFaceTypeList( DomainPartition const & domain ); + + /** + * @brief Create the list of elements belonging to CellElementSubRegion + * that are enriched with the bubble basis functions + * @param domain The physical domain object + */ + void createBubbleCellList( DomainPartition & domain ) const; + + /** + * @brief Compute rotation matrices and unit normal vectors for Face elements. + * @param domain The domain partition object + */ + void computeRotationMatrices( DomainPartition & domain ) const; + + +private: + /** + * @brief add the number of non-zero elements induced by the coupling between + * nodal and bubble displacement. + * @param domain the physical domain object + * @param dofManager degree-of-freedom manager associated with the linear system + * @param rowLengths the array containing the number of non-zero elements for each row + */ + void addCouplingNumNonzeros( DomainPartition & domain, + DofManager & dofManager, + arrayView1d< localIndex > const & rowLengths ) const; + + /** + * @Brief add the sparsity pattern induced by the coupling + * @param domain the physical domain object + * @param dofManager degree-of-freedom manager associated with the linear system + * @param pattern the sparsity pattern + */ + void addCouplingSparsityPattern( DomainPartition const & domain, + DofManager const & dofManager, + SparsityPatternView< globalIndex > const & pattern ) const; + + /// Finite element type to face element index map + std::map< string, std::map< string, array1d< localIndex > > > m_faceTypesToFaceElements; + + /// Finite element type to face element index map (stick mode) + std::map< string, std::map< string, array1d< localIndex > > > m_faceTypesToFaceElementsStick; + + /// Finite element type to face element index map (slip mode) + std::map< string, std::map< string, array1d< localIndex > > > m_faceTypesToFaceElementsSlip; + + /// Finite element type to finite element object map + std::map< string, std::unique_ptr< geos::finiteElement::FiniteElementBase > > m_faceTypeToFiniteElements; + + struct viewKeyStruct : ContactSolverBase::viewKeyStruct + { + constexpr static char const * rotationMatrixString() { return "rotationMatrix"; } + }; + +}; + +} /* namespace geos */ + +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSLAGRANGECONTACTBUBBLESTAB_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.cpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.cpp index 167c23fd1b..04d82d10cb 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.cpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. @@ -159,7 +160,7 @@ void SolidMechanicsPenaltyContact::assembleContact( DomainPartition & domain, real64 const contactStiffness = m_contactPenaltyStiffness; arrayView1d< real64 > const area = subRegion.getElementArea(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); // TODO: use parallel policy? forAll< serialPolicy >( subRegion.size(), [=] ( localIndex const kfe ) diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.hpp b/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.hpp index 231d0b9159..3b1c0da697 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.hpp +++ b/src/coreComponents/physicsSolvers/contact/SolidMechanicsPenaltyContact.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMKernels.hpp similarity index 88% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMKernels.hpp index 9f5c53f513..b93406cf87 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -17,10 +17,12 @@ * @file SolidMechanicsALMKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELS_HPP_ + +#include "SolidMechanicsConformingContactKernelsBase.hpp" +#include "mesh/MeshFields.hpp" -#include "SolidMechanicsALMKernelsBase.hpp" namespace geos { @@ -34,13 +36,13 @@ namespace solidMechanicsALMKernels template< typename CONSTITUTIVE_TYPE, typename FE_TYPE > class ALM : - public ALMKernelsBase< CONSTITUTIVE_TYPE, - FE_TYPE > + public solidMechanicsConformingContactKernels::ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE > { public: /// Alias for the base class. - using Base = ALMKernelsBase< CONSTITUTIVE_TYPE, - FE_TYPE >; + using Base = solidMechanicsConformingContactKernels::ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE >; /// Maximum number of nodes per element, which is equal to the maxNumTestSupportPointPerElem and /// maxNumTrialSupportPointPerElem by definition. @@ -49,6 +51,15 @@ class ALM : /// Compile time value for the number of quadrature points per element. static constexpr int numQuadraturePointsPerElem = FE_TYPE::numQuadraturePoints; + /// The number of displacement dofs per element. + static constexpr int numUdofs = Base::numUdofs; + + /// The number of bubble dofs per element. + static constexpr int numBdofs = Base::numBdofs; + + /// The number of lagrange multiplier dofs per element. + static constexpr int numTdofs = Base::numTdofs; + using Base::m_elemsToFaces; using Base::m_faceToNodes; using Base::m_finiteElementSpace; @@ -58,7 +69,6 @@ class ALM : using Base::m_dofRankOffset; using Base::m_X; using Base::m_rotationMatrix; - using Base::m_penalty; using Base::m_dispJump; using Base::m_oldDispJump; using Base::m_matrix; @@ -98,7 +108,9 @@ class ALM : inputDt, faceElementList ), m_traction( elementSubRegion.getField< fields::contact::traction >().toViewConst()), - m_symmetric( isSymmetric ) + m_symmetric( isSymmetric ), + m_penalty( elementSubRegion.getField< fields::contact::iterativePenalty >().toViewConst() ), + m_faceArea( elementSubRegion.getField< fields::elementArea >().toViewConst() ) {} //*************************************************************************** @@ -109,27 +121,18 @@ class ALM : struct StackVariables : public Base::StackVariables { - /// The number of displacement dofs per element. - static constexpr int numUdofs = numNodesPerElem * 3 * 2; - - /// The number of lagrange multiplier dofs per element. - static constexpr int numTdofs = 3; - - /// The number of bubble dofs per element. - static constexpr int numBdofs = 3*2; - public: GEOS_HOST_DEVICE StackVariables(): Base::StackVariables(), - dispEqnRowIndices{}, - dispColIndices{}, - bEqnRowIndices{}, - bColIndices{}, - localRu{}, - localRb{}, - localAutAtu{ {} }, + dispEqnRowIndices{}, + dispColIndices{}, + bEqnRowIndices{}, + bColIndices{}, + localRu{}, + localRb{}, + localAutAtu{ {} }, localAbtAtb{ {} }, localAbtAtu{ {} }, localAutAtb{ {} }, @@ -196,8 +199,6 @@ class ALM : { constexpr int shift = numNodesPerElem * 3; - constexpr int numTdofs = 3; - int permutation[numNodesPerElem]; m_finiteElementSpace.getPermutation( permutation ); @@ -251,10 +252,6 @@ class ALM : GEOS_UNUSED_VAR( k ); constexpr real64 zero = LvArray::NumericLimits< real64 >::epsilon; - constexpr int numUdofs = numNodesPerElem * 3 * 2; - - constexpr int numBdofs = 3*2; - real64 matRRtAtu[3][numUdofs], matDRtAtu[3][numUdofs]; real64 matRRtAtb[3][numBdofs], matDRtAtb[3][numBdofs]; @@ -268,6 +265,7 @@ class ALM : m_dispJump[k], m_penalty[k], m_traction[k], + m_faceArea[k], m_symmetric, m_symmetric, zero, @@ -372,6 +370,10 @@ class ALM : bool const m_symmetric; + /// The array containing the penalty coefficients for each element. + arrayView2d< real64 const > const m_penalty; + + arrayView1d< real64 const > const m_faceArea; }; /// The factory used to construct the kernel. @@ -410,6 +412,7 @@ struct ComputeTractionKernel arrayView2d< real64 const > const & traction, arrayView2d< real64 const > const & dispJump, arrayView2d< real64 const > const & deltaDispJump, + arrayView1d< real64 const > const & faceArea, arrayView2d< real64 > const & tractionNew ) { @@ -417,7 +420,7 @@ struct ComputeTractionKernel { contactWrapper.updateTractionOnly( dispJump[k], deltaDispJump[k], - penalty[k], traction[k], tractionNew[k] ); + penalty[k], traction[k], faceArea[k], tractionNew[k] ); } ); } @@ -428,4 +431,4 @@ struct ComputeTractionKernel } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMKernelsBase.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMKernelsBase.hpp new file mode 100644 index 0000000000..b3f96f9f18 --- /dev/null +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMKernelsBase.hpp @@ -0,0 +1,173 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file SolidMechanicsALMKernelsBase.hpp + */ + +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELSBASE_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELSBASE_HPP_ + +#include "finiteElement/kernelInterface/InterfaceKernelBase.hpp" +#include "SolidMechanicsConformingContactKernelsHelper.hpp" + +namespace geos +{ + +namespace solidMechanicsALMKernels +{ + +/** + * @brief A struct to check for constraint satisfaction + */ +struct ConstraintCheckKernel +{ + + /** + * @brief Launch the kernel function to check the constraint satisfaction + * @tparam POLICY the type of policy used in the kernel launch + * @tparam CONTACT_WRAPPER the type of contact wrapper doing the fracture traction updates + * @param[in] size the size of the subregion + * @param[in] traction the array containing the current traction + * @param[in] dispJump the array containing the displacement jump + * @param[in] deltaDispJump the array containing the delta displacement jump + * @param[in] normalTractionTolerance Check tolerance (normal traction) + * @param[in] normalDisplacementTolerance Check tolerance (compenetration) + * @param[in] slidingTolerance Check tolerance (sliding) + * @param[in] slidingCheckTolerance Check tolerance (if shear strass exceeds tauLim) + * @param[in] area interface element area + * @param[in] fractureState the array containing the fracture state + * @param[out] condConv the array containing the convergence flag: + * 0: Constraint conditions satisfied + * 1: Open + * 2: Compenetration + * 3: Slip exceeds sliding tolerance + * 4: Shear stress exceeds tauLim + */ + template< typename POLICY, typename CONTACT_WRAPPER > + static void + launch( localIndex const size, + CONTACT_WRAPPER const & contactWrapper, + arrayView1d< integer const > const & ghostRank, + arrayView2d< real64 > const & traction, + arrayView2d< real64 const > const & dispJump, + arrayView2d< real64 const > const & deltaDispJump, + arrayView1d< real64 const > const & normalTractionTolerance, + arrayView1d< real64 const > const & normalDisplacementTolerance, + arrayView1d< real64 const > const & slidingTolerance, + real64 const slidingCheckTolerance, + arrayView1d< integer const > const & fractureState, + arrayView1d< integer > const & condConv ) + { + + forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + if( ghostRank[k] < 0 ) + { + contactWrapper.constraintCheck( dispJump[k], + deltaDispJump[k], + traction[k], + fractureState[k], + normalTractionTolerance[k], + normalDisplacementTolerance[k], + slidingTolerance[k], + slidingCheckTolerance, + condConv[k] ); + } + + } ); + } +}; + +/** + * @brief A struct to check for constraint satisfaction + */ +struct UpdateStateKernel +{ + + /** + * @brief Launch the kernel function to check the constraint satisfaction + * @tparam POLICY the type of policy used in the kernel launch + * @tparam CONTACT_WRAPPER the type of contact wrapper doing the fracture traction updates + * @param[in] size the size of the subregion + * @param[in] oldDispJump the array containing the old displacement jump (previous time step) + * @param[in] dispJump the array containing the displacement jump + * @param[in] penalty the array containing the penalty coefficients + * @param[in] symmetric flag to compute symmetric penalty matrix + * @param[in] normalTractionTolerance Check tolerance (normal traction) + * @param[in] traction the array containing the current traction + * @param[in] fractureState the array containing the fracture state + */ + template< typename POLICY, typename CONTACT_WRAPPER > + static void + launch( localIndex const size, + CONTACT_WRAPPER const & contactWrapper, + arrayView2d< real64 const > const & oldDispJump, + arrayView2d< real64 const > const & dispJump, + arrayView2d< real64 > const & penalty, + arrayView1d< real64 const > const & faceArea, + bool const symmetric, + arrayView1d< real64 const > const & normalTractionTolerance, + arrayView2d< real64 > const & traction, + arrayView1d< integer > const & fractureState ) + + { + forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + + real64 const zero = LvArray::NumericLimits< real64 >::epsilon; + + real64 localPenalty[3][3]{}; + real64 localTractionNew[3]{}; + contactWrapper.updateTraction( oldDispJump[k], + dispJump[k], + penalty[k], + traction[k], + faceArea[k], + symmetric, + false, + normalTractionTolerance[k], + zero, + localPenalty, + localTractionNew, + fractureState[k] ); + + if( fractureState[k] == fields::contact::FractureState::Open ) + { + + LvArray::tensorOps::fill< 3 >( localTractionNew, 0.0 ); + } + else if( LvArray::math::abs( localTractionNew[ 0 ] ) < normalTractionTolerance[k] ) + { + LvArray::tensorOps::fill< 3 >( localTractionNew, 0.0 ); + fractureState[k] = fields::contact::FractureState::Slip; + } + + LvArray::tensorOps::copy< 3 >( traction[k], localTractionNew ); + penalty[k][2] = -localPenalty[1][1]; + penalty[k][3] = -localPenalty[2][2]; + penalty[k][4] = -localPenalty[1][2]; + + } ); + } + +}; + +} // namespace SolidMechanicsALMKernels + +} // namespace geos + + +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELSBASE_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMSimultaneousKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMSimultaneousKernels.hpp similarity index 86% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsALMSimultaneousKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMSimultaneousKernels.hpp index f9cd307b6f..2769a10196 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMSimultaneousKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsALMSimultaneousKernels.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 Total, S.A - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. @@ -16,10 +17,11 @@ * @file SolidMechanicsALMSimultaneousKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMSIMULTANEOUSKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMSIMULTANEOUSKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMSIMULTANEOUSKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMSIMULTANEOUSKERNELS_HPP_ -#include "SolidMechanicsALMKernelsBase.hpp" +#include "SolidMechanicsConformingContactKernelsBase.hpp" +#include "mesh/MeshFields.hpp" namespace geos { @@ -33,13 +35,13 @@ namespace solidMechanicsALMKernels template< typename CONSTITUTIVE_TYPE, typename FE_TYPE > class ALMSimultaneous : - public ALMKernelsBase< CONSTITUTIVE_TYPE, - FE_TYPE > + public solidMechanicsConformingContactKernels::ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE > { public: /// Alias for the base class. - using Base = ALMKernelsBase< CONSTITUTIVE_TYPE, - FE_TYPE >; + using Base = solidMechanicsConformingContactKernels::ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE >; /// Maximum number of nodes per element, which is equal to the maxNumTestSupportPointPerElem and /// maxNumTrialSupportPointPerElem by definition. @@ -48,6 +50,15 @@ class ALMSimultaneous : /// Compile time value for the number of quadrature points per element. static constexpr int numQuadraturePointsPerElem = FE_TYPE::numQuadraturePoints; + /// The number of displacement dofs per element. + static constexpr int numUdofs = Base::numUdofs; + + /// The number of bubble dofs per element. + static constexpr int numBdofs = Base::numBdofs; + + /// The number of lagrange multiplier dofs per element. + static constexpr int numTdofs = Base::numTdofs; + using Base::m_elemsToFaces; using Base::m_faceToNodes; using Base::m_finiteElementSpace; @@ -56,7 +67,6 @@ class ALMSimultaneous : using Base::m_dofRankOffset; using Base::m_X; using Base::m_rotationMatrix; - using Base::m_penalty; using Base::m_dispJump; using Base::m_oldDispJump; using Base::m_matrix; @@ -94,7 +104,9 @@ class ALMSimultaneous : inputRhs, inputDt, faceElementList ), - m_traction( elementSubRegion.getField< fields::contact::traction >().toViewConst()) + m_traction( elementSubRegion.getField< fields::contact::traction >().toViewConst()), + m_penalty( elementSubRegion.getField< fields::contact::iterativePenalty >().toViewConst() ), + m_faceArea( elementSubRegion.getField< fields::elementArea >().toViewConst() ) {} //*************************************************************************** @@ -192,8 +204,6 @@ class ALMSimultaneous : { constexpr int shift = numNodesPerElem * 3; - constexpr int numTdofs = 3; - int permutation[numNodesPerElem]; m_finiteElementSpace.getPermutation( permutation ); @@ -255,10 +265,6 @@ class ALMSimultaneous : GEOS_UNUSED_VAR( k ); //constexpr real64 zero = 1.e-10; - constexpr int numUdofs = numNodesPerElem * 3 * 2; - - constexpr int numBdofs = 3*2; - real64 matRRtAtu[3][numUdofs], matDRtAtu[3][numUdofs]; real64 matRRtAtb[3][numBdofs], matDRtAtb[3][numBdofs]; @@ -270,9 +276,9 @@ class ALMSimultaneous : // Compute the trial traction real64 dispJump[ 3 ]; - dispJump[0] = stack.dispJumpLocal[0]; - dispJump[1] = stack.dispJumpLocal[1] - stack.oldDispJumpLocal[1]; - dispJump[2] = stack.dispJumpLocal[2] - stack.oldDispJumpLocal[2]; + dispJump[0] = stack.dispJumpLocal[0] * m_faceArea[k]; + dispJump[1] = ( stack.dispJumpLocal[1] - stack.oldDispJumpLocal[1] ) * m_faceArea[k]; + dispJump[2] = ( stack.dispJumpLocal[2] - stack.oldDispJumpLocal[2] ) * m_faceArea[k]; LvArray::tensorOps::scaledCopy< 3 >( tractionNew, stack.tLocal, -1.0 ); LvArray::tensorOps::Ri_add_AijBj< 3, 3 >( tractionNew, stack.localPenalty, dispJump ); @@ -377,6 +383,11 @@ class ALMSimultaneous : protected: arrayView2d< real64 const > const m_traction; + + /// The array containing the penalty coefficients for each element. + arrayView2d< real64 const > const m_penalty; + + arrayView1d< real64 const > const m_faceArea; }; /// The factory used to construct the kernel. @@ -412,16 +423,17 @@ struct ComputeTractionSimultaneousKernel arrayView2d< real64 const > const & traction, arrayView2d< real64 const > const & dispJump, arrayView2d< real64 const > const & deltaDispJump, + arrayView1d< real64 const > const & faceElementArea, arrayView2d< real64 > const & tractionNew ) { forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const kfe ) { - tractionNew[kfe][0] = traction[kfe][0] + penalty[kfe][0] * dispJump[kfe][0]; - tractionNew[kfe][1] = traction[kfe][1] + penalty[kfe][2] * deltaDispJump[kfe][1] + - penalty[kfe][4] * deltaDispJump[kfe][2]; - tractionNew[kfe][2] = traction[kfe][2] + penalty[kfe][3] * deltaDispJump[kfe][2] + - penalty[kfe][4] * deltaDispJump[kfe][1]; + tractionNew[kfe][0] = traction[kfe][0] + penalty[kfe][0] * dispJump[kfe][0] * faceElementArea[kfe]; + tractionNew[kfe][1] = traction[kfe][1] + ( penalty[kfe][2] * deltaDispJump[kfe][1]+ + penalty[kfe][4] * deltaDispJump[kfe][2] ) * faceElementArea[kfe]; + tractionNew[kfe][2] = traction[kfe][2] + ( penalty[kfe][3] * deltaDispJump[kfe][2] + + penalty[kfe][4] * deltaDispJump[kfe][1] ) * faceElementArea[kfe]; } ); } @@ -432,4 +444,4 @@ struct ComputeTractionSimultaneousKernel } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSALMKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernelsBase.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsBase.hpp similarity index 51% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernelsBase.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsBase.hpp index 4f3504e3d5..dc5de425b0 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernelsBase.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -17,16 +17,17 @@ * @file SolidMechanicsALMKernelsBase.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELSBASE_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELSBASE_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONFORMINGCONTACTKERNELSBASE_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONFORMINGCONTACTKERNELSBASE_HPP_ #include "finiteElement/kernelInterface/InterfaceKernelBase.hpp" -#include "SolidMechanicsALMKernelsHelper.hpp" +#include "SolidMechanicsConformingContactKernelsHelper.hpp" +#include "codingUtilities/Utilities.hpp" namespace geos { -namespace solidMechanicsALMKernels +namespace solidMechanicsConformingContactKernels { /** @@ -36,7 +37,7 @@ namespace solidMechanicsALMKernels */ template< typename CONSTITUTIVE_TYPE, typename FE_TYPE > -class ALMKernelsBase : +class ConformingContactKernelsBase : public finiteElement::InterfaceKernelBase< CONSTITUTIVE_TYPE, FE_TYPE, 3, 3 > @@ -54,6 +55,15 @@ class ALMKernelsBase : /// Compile time value for the number of quadrature points per element. static constexpr int numQuadraturePointsPerElem = FE_TYPE::numQuadraturePoints; + /// The number of displacement dofs per element. + static constexpr int numUdofs = numNodesPerElem * 3 * 2; + + /// The number of lagrange multiplier dofs per element. + static constexpr int numTdofs = 3; + + /// The number of bubble dofs per element. + static constexpr int numBdofs = 3*2; + using Base::m_dofNumber; using Base::m_dofRankOffset; using Base::m_finiteElementSpace; @@ -64,20 +74,20 @@ class ALMKernelsBase : * @brief Constructor * @copydoc geos::finiteElement::InterfaceKernelBase::InterfaceKernelBase */ - ALMKernelsBase( NodeManager const & nodeManager, - EdgeManager const & edgeManager, - FaceManager const & faceManager, - localIndex const targetRegionIndex, - FaceElementSubRegion & elementSubRegion, - FE_TYPE const & finiteElementSpace, - CONSTITUTIVE_TYPE & inputConstitutiveType, - arrayView1d< globalIndex const > const uDofNumber, - arrayView1d< globalIndex const > const bDofNumber, - globalIndex const rankOffset, - CRSMatrixView< real64, globalIndex const > const inputMatrix, - arrayView1d< real64 > const inputRhs, - real64 const inputDt, - arrayView1d< localIndex const > const & faceElementList ): + ConformingContactKernelsBase( NodeManager const & nodeManager, + EdgeManager const & edgeManager, + FaceManager const & faceManager, + localIndex const targetRegionIndex, + FaceElementSubRegion & elementSubRegion, + FE_TYPE const & finiteElementSpace, + CONSTITUTIVE_TYPE & inputConstitutiveType, + arrayView1d< globalIndex const > const uDofNumber, + arrayView1d< globalIndex const > const bDofNumber, + globalIndex const rankOffset, + CRSMatrixView< real64, globalIndex const > const inputMatrix, + arrayView1d< real64 > const inputRhs, + real64 const inputDt, + arrayView1d< localIndex const > const & faceElementList ): Base( nodeManager, edgeManager, faceManager, @@ -97,8 +107,7 @@ class ALMKernelsBase : m_bDofNumber( bDofNumber ), m_rotationMatrix( elementSubRegion.getField< fields::contact::rotationMatrix >().toViewConst()), m_dispJump( elementSubRegion.getField< fields::contact::dispJump >().toView() ), - m_oldDispJump( elementSubRegion.getField< fields::contact::oldDispJump >().toViewConst() ), - m_penalty( elementSubRegion.getField< fields::contact::iterativePenalty >().toViewConst() ) + m_oldDispJump( elementSubRegion.getField< fields::contact::oldDispJump >().toViewConst() ) {} //*************************************************************************** @@ -107,14 +116,7 @@ class ALMKernelsBase : */ struct StackVariables { - /// The number of displacement dofs per element. - static constexpr int numUdofs = numNodesPerElem * 3 * 2; - - /// The number of lagrange multiplier dofs per element. - static constexpr int numTdofs = 3; - /// The number of bubble dofs per element. - static constexpr int numBdofs = 3*2; public: @@ -191,20 +193,16 @@ class ALMKernelsBase : } //END_kernelLauncher + template< typename LAMBDA = NoOpFunc > GEOS_HOST_DEVICE inline void quadraturePointKernel( localIndex const k, localIndex const q, - StackVariables & stack ) const + StackVariables & stack, + LAMBDA && lambda = NoOpFunc{} ) const { GEOS_UNUSED_VAR( k ); - constexpr int numUdofs = numNodesPerElem * 3 * 2; - - constexpr int numTdofs = 3; - - constexpr int numBdofs = 3*2; - real64 const detJ = m_finiteElementSpace.transformedQuadratureWeight( q, stack.X ); real64 N[ numNodesPerElem ]; @@ -220,19 +218,21 @@ class ALMKernelsBase : m_finiteElementSpace.getPermutation( permutation ); // TODO: Try using bilinear utilities to perform these two operations - solidMechanicsALMKernelsHelper::accumulateAtuLocalOperator< numTdofs, - numUdofs, - numNodesPerElem >( stack.localAtu, - N, - permutation, + solidMechanicsConformingContactKernelsHelper::accumulateAtuLocalOperator< numTdofs, + numUdofs, + numNodesPerElem >( stack.localAtu, + N, + permutation, + detJ ); + + solidMechanicsConformingContactKernelsHelper::accumulateAtuLocalOperator< numTdofs, + numBdofs, + 1 >( stack.localAtb, + BubbleN, + bperm, detJ ); - solidMechanicsALMKernelsHelper::accumulateAtuLocalOperator< numTdofs, - numBdofs, - 1 >( stack.localAtb, - BubbleN, - bperm, - detJ ); + lambda( detJ ); } protected: @@ -244,7 +244,7 @@ class ALMKernelsBase : ArrayOfArraysView< localIndex const > const m_faceToNodes; /// The array of array containing the element to face map. - ArrayOfArraysView< localIndex const > const m_elemsToFaces; + arrayView2d< localIndex const > const m_elemsToFaces; /// The array containing the list of face element of the same type. arrayView1d< localIndex const > const m_faceElementList; @@ -260,12 +260,9 @@ class ALMKernelsBase : /// The array containing the displacement jump of previus time step. arrayView2d< real64 const > const m_oldDispJump; - - /// The array containing the penalty coefficients for each element. - arrayView2d< real64 const > const m_penalty; - }; + /** * @brief A struct to compute rotation matrices */ @@ -284,8 +281,11 @@ struct ComputeRotationMatricesKernel static void launch( localIndex const size, arrayView2d< real64 const > const & faceNormal, - ArrayOfArraysView< localIndex const > const & elemsToFaces, - arrayView3d< real64 > const & rotationMatrix ) + arrayView2d< localIndex const > const & elemsToFaces, + arrayView3d< real64 > const & rotationMatrix, + arrayView2d< real64 > const & unitNormal, + arrayView2d< real64 > const & unitTangent1, + arrayView2d< real64 > const & unitTangent2 ) { forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const k ) @@ -302,149 +302,26 @@ struct ComputeRotationMatricesKernel LvArray::tensorOps::normalize< 3 >( Nbar ); computationalGeometry::RotationMatrix_3D( Nbar, rotationMatrix[k] ); - } ); - } + real64 const columnVector1[3] = { rotationMatrix[k][ 0 ][ 1 ], + rotationMatrix[k][ 1 ][ 1 ], + rotationMatrix[k][ 2 ][ 1 ] }; -}; - -/** - * @brief A struct to check for constraint satisfaction - */ -struct ConstraintCheckKernel -{ - - /** - * @brief Launch the kernel function to check the constraint satisfaction - * @tparam POLICY the type of policy used in the kernel launch - * @tparam CONTACT_WRAPPER the type of contact wrapper doing the fracture traction updates - * @param[in] size the size of the subregion - * @param[in] traction the array containing the current traction - * @param[in] dispJump the array containing the displacement jump - * @param[in] deltaDispJump the array containing the delta displacement jump - * @param[in] normalTractionTolerance Check tolerance (normal traction) - * @param[in] normalDisplacementTolerance Check tolerance (compenetration) - * @param[in] slidingTolerance Check tolerance (sliding) - * @param[in] slidingCheckTolerance Check tolerance (if shear strass exceeds tauLim) - * @param[in] area interface element area - * @param[in] fractureState the array containing the fracture state - * @param[out] condConv the array containing the convergence flag: - * 0: Constraint conditions satisfied - * 1: Open - * 2: Compenetration - * 3: Slip exceeds sliding tolerance - * 4: Shear stress exceeds tauLim - */ - template< typename POLICY, typename CONTACT_WRAPPER > - static void - launch( localIndex const size, - CONTACT_WRAPPER const & contactWrapper, - arrayView1d< integer const > const & ghostRank, - arrayView2d< real64 > const & traction, - arrayView2d< real64 const > const & dispJump, - arrayView2d< real64 const > const & deltaDispJump, - arrayView1d< real64 const > const & normalTractionTolerance, - arrayView1d< real64 const > const & normalDisplacementTolerance, - arrayView1d< real64 const > const & slidingTolerance, - real64 const slidingCheckTolerance, - arrayView1d< real64 const > const & area, - arrayView1d< integer const > const & fractureState, - arrayView1d< integer > const & condConv ) - { - - forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const k ) - { - if( ghostRank[k] < 0 ) - { - contactWrapper.constraintCheck( dispJump[k], - deltaDispJump[k], - traction[k], - fractureState[k], - normalTractionTolerance[k], - normalDisplacementTolerance[k]*area[k], - slidingTolerance[k]*area[k], - slidingCheckTolerance, - condConv[k] ); - } - - } ); - } -}; - -/** - * @brief A struct to check for constraint satisfaction - */ -struct UpdateStateKernel -{ - - /** - * @brief Launch the kernel function to check the constraint satisfaction - * @tparam POLICY the type of policy used in the kernel launch - * @tparam CONTACT_WRAPPER the type of contact wrapper doing the fracture traction updates - * @param[in] size the size of the subregion - * @param[in] oldDispJump the array containing the old displacement jump (previous time step) - * @param[in] dispJump the array containing the displacement jump - * @param[in] penalty the array containing the penalty coefficients - * @param[in] symmetric flag to compute symmetric penalty matrix - * @param[in] normalTractionTolerance Check tolerance (normal traction) - * @param[in] traction the array containing the current traction - * @param[in] fractureState the array containing the fracture state - */ - template< typename POLICY, typename CONTACT_WRAPPER > - static void - launch( localIndex const size, - CONTACT_WRAPPER const & contactWrapper, - arrayView2d< real64 const > const & oldDispJump, - arrayView2d< real64 const > const & dispJump, - arrayView2d< real64 > const & penalty, - bool const symmetric, - arrayView1d< real64 const > const & normalTractionTolerance, - arrayView2d< real64 > const & traction, - arrayView1d< integer > const & fractureState ) - - { - forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const k ) - { - - real64 const zero = LvArray::NumericLimits< real64 >::epsilon; - - real64 localPenalty[3][3]{}; - real64 localTractionNew[3]{}; - contactWrapper.updateTraction( oldDispJump[k], - dispJump[k], - penalty[k], - traction[k], - symmetric, - false, - normalTractionTolerance[k], - zero, - localPenalty, - localTractionNew, - fractureState[k] ); - - if( fractureState[k] == fields::contact::FractureState::Open ) - { - - LvArray::tensorOps::fill< 3 >( localTractionNew, 0.0 ); - } - else if( LvArray::math::abs( localTractionNew[ 0 ] ) < normalTractionTolerance[k] ) - { - LvArray::tensorOps::fill< 3 >( localTractionNew, 0.0 ); - fractureState[k] = fields::contact::FractureState::Slip; - } - - LvArray::tensorOps::copy< 3 >( traction[k], localTractionNew ); - penalty[k][2] = -localPenalty[1][1]; - penalty[k][3] = -localPenalty[2][2]; - penalty[k][4] = -localPenalty[1][2]; + real64 const columnVector2[3] = { rotationMatrix[k][ 0 ][ 2 ], + rotationMatrix[k][ 1 ][ 2 ], + rotationMatrix[k][ 2 ][ 2 ] }; + LvArray::tensorOps::copy< 3 >( unitNormal[k], Nbar ); + LvArray::tensorOps::copy< 3 >( unitTangent1[k], columnVector1 ); + LvArray::tensorOps::copy< 3 >( unitTangent2[k], columnVector2 ); } ); } }; -} // namespace SolidMechanicsALMKernels + +} // namespace solidMechanicsConformingContactKernels } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELSBASE_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONFORMINGCONTACTKERNELSBASE_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernelsHelper.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsHelper.hpp similarity index 80% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernelsHelper.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsHelper.hpp index 02250a6017..ac79e06264 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMKernelsHelper.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsConformingContactKernelsHelper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -15,18 +15,18 @@ /** - * @file SolidMechanicsALMKernelsHelper.hpp + * @file SolidMechanicsConformingContactKernelsHelper.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELSHELPER_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELSHELPER_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONFORMINGCONTACTKERNELSHELPER_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONFORMINGCONTACTKERNELSHELPER_HPP_ #include "common/GeosxMacros.hpp" namespace geos { -namespace solidMechanicsALMKernelsHelper +namespace solidMechanicsConformingContactKernelsHelper { template< int I_SIZE, @@ -76,8 +76,8 @@ void assembleStrainOperator( real64 ( & strainMatrix )[I_SIZE][J_SIZE], } } -} // solidMechanicsALMKernelsHelper +} // solidMechanicsConformingContactKernelsHelper } // geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMKERNELSHELPER_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONFORMINGCONTACTKERNELSHELPER_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMBubbleKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsContactFaceBubbleKernels.hpp similarity index 85% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsALMBubbleKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsContactFaceBubbleKernels.hpp index 4b76b7a4a3..46e8034c58 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMBubbleKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsContactFaceBubbleKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -14,14 +14,14 @@ */ /** - * @file SolidMechanicsALMBubbleKernels.hpp + * @file SolidMechanicsContactFaceBubbleKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMBUBBLEKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMBUBBLEKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONTACTFACEBUBBLEKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONTACTFACEBUBBLEKERNELS_HPP_ #include "physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp" -#include "SolidMechanicsALMKernelsHelper.hpp" +#include "SolidMechanicsConformingContactKernelsHelper.hpp" // TODO: Use the bilinear form utilities //#include "finiteElement/BilinearFormUtilities.hpp" @@ -29,7 +29,7 @@ namespace geos { -namespace solidMechanicsALMKernels +namespace solidMechanicsConformingContactKernels { /** @@ -40,7 +40,7 @@ namespace solidMechanicsALMKernels template< typename SUBREGION_TYPE, typename CONSTITUTIVE_TYPE, typename FE_TYPE > -class ALMBubbleKernels : +class FaceBubbleKernels : public solidMechanicsLagrangianFEMKernels::ImplicitSmallStrainQuasiStatic< SUBREGION_TYPE, CONSTITUTIVE_TYPE, FE_TYPE > @@ -75,20 +75,20 @@ class ALMBubbleKernels : * @brief Constructor * @copydoc geos::finiteElement::ImplicitKernelBase::ImplicitKernelBase */ - ALMBubbleKernels( NodeManager const & nodeManager, - EdgeManager const & edgeManager, - FaceManager const & faceManager, - localIndex const targetRegionIndex, - SUBREGION_TYPE const & elementSubRegion, - FE_TYPE const & finiteElementSpace, - CONSTITUTIVE_TYPE & inputConstitutiveType, - arrayView1d< globalIndex const > const uDofNumber, - arrayView1d< globalIndex const > const bDofNumber, - globalIndex const rankOffset, - CRSMatrixView< real64, globalIndex const > const inputMatrix, - arrayView1d< real64 > const inputRhs, - real64 const inputDt, - real64 const (&inputGravityVector)[3] ): + FaceBubbleKernels( NodeManager const & nodeManager, + EdgeManager const & edgeManager, + FaceManager const & faceManager, + localIndex const targetRegionIndex, + SUBREGION_TYPE const & elementSubRegion, + FE_TYPE const & finiteElementSpace, + CONSTITUTIVE_TYPE & inputConstitutiveType, + arrayView1d< globalIndex const > const uDofNumber, + arrayView1d< globalIndex const > const bDofNumber, + globalIndex const rankOffset, + CRSMatrixView< real64, globalIndex const > const inputMatrix, + arrayView1d< real64 > const inputRhs, + real64 const inputDt, + real64 const (&inputGravityVector)[3] ): Base( nodeManager, edgeManager, faceManager, @@ -280,10 +280,10 @@ class ALMBubbleKernels : m_constitutiveUpdate.getElasticStiffness( k, q, stack.constitutiveStiffness ); real64 strainMatrix[6][nUdof]; - solidMechanicsALMKernelsHelper::assembleStrainOperator< 6, nUdof, numNodesPerElem >( strainMatrix, dNdX ); + solidMechanicsConformingContactKernelsHelper::assembleStrainOperator< 6, nUdof, numNodesPerElem >( strainMatrix, dNdX ); real64 strainBubbleMatrix[6][nBubbleUdof]; - solidMechanicsALMKernelsHelper::assembleStrainOperator< 6, nBubbleUdof, numFacesPerElem >( strainBubbleMatrix, dBubbleNdX ); + solidMechanicsConformingContactKernelsHelper::assembleStrainOperator< 6, nBubbleUdof, numFacesPerElem >( strainBubbleMatrix, dBubbleNdX ); // TODO: It would be nice use BilinearFormUtilities::compute @@ -425,18 +425,18 @@ class ALMBubbleKernels : }; /// The factory used to construct a QuasiStatic kernel. -using ALMBubbleFactory = finiteElement::KernelFactory< ALMBubbleKernels, - arrayView1d< globalIndex const > const, - arrayView1d< globalIndex const > const, - globalIndex const, - CRSMatrixView< real64, globalIndex const > const, - arrayView1d< real64 > const, - real64 const, - real64 const (&) [3] >; +using FaceBubbleFactory = finiteElement::KernelFactory< FaceBubbleKernels, + arrayView1d< globalIndex const > const, + arrayView1d< globalIndex const > const, + globalIndex const, + CRSMatrixView< real64, globalIndex const > const, + arrayView1d< real64 > const, + real64 const, + real64 const (&) [3] >; -} // namespace SolidMechanicsALMBubbleKernels +} // namespace SolidMechanicsContactFaceBubbleKernels } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMBUBBLEKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSCONTACTFACEBUBBLEKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMJumpUpdateKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsDisplacementJumpUpdateKernels.hpp similarity index 70% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsALMJumpUpdateKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsDisplacementJumpUpdateKernels.hpp index 1f434b3a13..c06b00ff81 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsALMJumpUpdateKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsDisplacementJumpUpdateKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -17,15 +17,16 @@ * @file SolidMechanicsALMUpdateKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMUPDATEKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMUPDATEKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSDISPLACEMENTJUPDATEKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSDISPLACEMENTJUPDATEKERNELS_HPP_ -#include "SolidMechanicsALMKernelsBase.hpp" +#include "SolidMechanicsConformingContactKernelsBase.hpp" +#include "mesh/MeshFields.hpp" namespace geos { -namespace solidMechanicsALMKernels +namespace solidMechanicsConformingContactKernels { /** @@ -33,19 +34,28 @@ namespace solidMechanicsALMKernels */ template< typename CONSTITUTIVE_TYPE, typename FE_TYPE > -class ALMJumpUpdate : - public ALMKernelsBase< CONSTITUTIVE_TYPE, - FE_TYPE > +class DispJumpUpdate : + public ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE > { public: /// Alias for the base class; - using Base = ALMKernelsBase< CONSTITUTIVE_TYPE, - FE_TYPE >; + using Base = ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE >; /// Maximum number of nodes per element, which is equal to the maxNumTestSupportPointPerElem and /// maxNumTrialSupportPointPerElem by definition. static constexpr int numNodesPerElem = Base::maxNumTestSupportPointsPerElem; + /// The number of displacement dofs per element. + static constexpr int numUdofs = Base::numUdofs; + + /// The number of bubble dofs per element. + static constexpr int numBdofs = Base::numBdofs; + + /// The number of lagrange multiplier dofs per element. + static constexpr int numTdofs = Base::numTdofs; + using Base::m_X; using Base::m_finiteElementSpace; using Base::m_dofNumber; @@ -59,20 +69,20 @@ class ALMJumpUpdate : * @brief Constructor * @copydoc geos::finiteElement::InterfaceKernelBase::InterfaceKernelBase */ - ALMJumpUpdate( NodeManager const & nodeManager, - EdgeManager const & edgeManager, - FaceManager const & faceManager, - localIndex const targetRegionIndex, - FaceElementSubRegion & elementSubRegion, - FE_TYPE const & finiteElementSpace, - CONSTITUTIVE_TYPE & inputConstitutiveType, - arrayView1d< globalIndex const > const uDofNumber, - arrayView1d< globalIndex const > const bDofNumber, - globalIndex const rankOffset, - CRSMatrixView< real64, globalIndex const > const inputMatrix, - arrayView1d< real64 > const inputRhs, - real64 const inputDt, - arrayView1d< localIndex const > const & faceElementList ): + DispJumpUpdate( NodeManager const & nodeManager, + EdgeManager const & edgeManager, + FaceManager const & faceManager, + localIndex const targetRegionIndex, + FaceElementSubRegion & elementSubRegion, + FE_TYPE const & finiteElementSpace, + CONSTITUTIVE_TYPE & inputConstitutiveType, + arrayView1d< globalIndex const > const uDofNumber, + arrayView1d< globalIndex const > const bDofNumber, + globalIndex const rankOffset, + CRSMatrixView< real64, globalIndex const > const inputMatrix, + arrayView1d< real64 > const inputRhs, + real64 const inputDt, + arrayView1d< localIndex const > const & faceElementList ): Base( nodeManager, edgeManager, faceManager, @@ -91,7 +101,9 @@ class ALMJumpUpdate : m_bubbleDisp( faceManager.getField< fields::solidMechanics::totalBubbleDisplacement >() ), m_incrDisp( nodeManager.getField< fields::solidMechanics::incrementalDisplacement >() ), m_incrBubbleDisp( faceManager.getField< fields::solidMechanics::incrementalBubbleDisplacement >() ), - m_deltaDispJump( elementSubRegion.getField< fields::contact::deltaDispJump >().toView() ) + m_deltaDispJump( elementSubRegion.getField< fields::contact::deltaDispJump >().toView() ), + m_elementArea( elementSubRegion.getField< fields::elementArea >().toView() ), + m_slip( elementSubRegion.getField< fields::contact::slip >().toView() ) {} //*************************************************************************** @@ -102,25 +114,16 @@ class ALMJumpUpdate : struct StackVariables : public Base::StackVariables { - /// The number of displacement dofs per element. - static constexpr int numUdofs = numNodesPerElem * 3 * 2; - - /// The number of bubble dofs per element. - static constexpr int numBdofs = 3 * 2; - - /// The number of lagrange multiplier dofs per element. - static constexpr int numTdofs = 3; - public: GEOS_HOST_DEVICE StackVariables(): Base::StackVariables(), - uLocal{}, - bLocal{}, - duLocal{}, - dbLocal{}, - deltaDispJumpLocal{} + uLocal{}, + bLocal{}, + duLocal{}, + dbLocal{}, + deltaDispJumpLocal{} {} /// Stack storage for the element local displacement vector @@ -208,11 +211,6 @@ class ALMJumpUpdate : real64 complete( localIndex const k, StackVariables & stack ) const { - - constexpr int numUdofs = numNodesPerElem * 3 * 2; - - constexpr int numBdofs = 3 * 2; - real64 matRtAtu[3][numUdofs]; real64 matRtAtb[3][numBdofs]; @@ -232,12 +230,17 @@ class ALMJumpUpdate : LvArray::tensorOps::Ri_add_AijBj< 3, numBdofs >( stack.deltaDispJumpLocal, matRtAtb, stack.dbLocal ); // Store the results + real64 const scale = 1 / m_elementArea[k]; + for( int i=0; i<3; ++i ) { - m_dispJump[ k ][ i ] = stack.dispJumpLocal[ i ]; - m_deltaDispJump[ k ][ i ] = stack.deltaDispJumpLocal[ i ]; + m_dispJump[ k ][ i ] = scale * stack.dispJumpLocal[ i ]; + m_deltaDispJump[ k ][ i ] = scale * stack.deltaDispJumpLocal[ i ]; } + m_slip[k] = LvArray::math::sqrt( LvArray::math::square( m_dispJump( k, 1 ) ) + LvArray::math::square( m_dispJump( k, 2 ) ) ); + + return 0.0; } @@ -258,19 +261,23 @@ class ALMJumpUpdate : /// The rank-global delta displacement jump array. arrayView2d< real64 > const m_deltaDispJump; + arrayView1d< real64 const > const m_elementArea; + + arrayView1d< real64 > const m_slip; + }; -using ALMJumpUpdateFactory = finiteElement::InterfaceKernelFactory< ALMJumpUpdate, - arrayView1d< globalIndex const > const, - arrayView1d< globalIndex const > const, - globalIndex const, - CRSMatrixView< real64, globalIndex const > const, - arrayView1d< real64 > const, - real64 const, - arrayView1d< localIndex const > const >; +using DispJumpUpdateFactory = finiteElement::InterfaceKernelFactory< DispJumpUpdate, + arrayView1d< globalIndex const > const, + arrayView1d< globalIndex const > const, + globalIndex const, + CRSMatrixView< real64, globalIndex const > const, + arrayView1d< real64 > const, + real64 const, + arrayView1d< localIndex const > const >; } // namespace SolidMechanicsALMKernels } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSALMUPDATEKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSDISPLACEMENTJUPDATEKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMJumpUpdateKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMJumpUpdateKernels.hpp similarity index 96% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMJumpUpdateKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMJumpUpdateKernels.hpp index 26e6ea5abe..eab6532584 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMJumpUpdateKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMJumpUpdateKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,8 +18,8 @@ * @file SolidMechanicsEFEMKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMJUMPUPDATEKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMJUMPUPDATEKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMJUMPUPDATEKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMJUMPUPDATEKERNELS_HPP_ #include "SolidMechanicsEFEMKernelsBase.hpp" @@ -246,4 +246,4 @@ using EFEMJumpUpdateFactory = finiteElement::KernelFactory< EFEMJumpUpdate, } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMJUMPUPDATEKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMJUMPUPDATEKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernels.hpp similarity index 97% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernels.hpp index f683446af4..6cf1f59cee 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,8 +18,8 @@ * @file SolidMechanicsEFEMKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELS_HPP_ #include "SolidMechanicsEFEMKernelsBase.hpp" @@ -347,4 +347,4 @@ struct StateUpdateKernel } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernelsBase.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsBase.hpp similarity index 97% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernelsBase.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsBase.hpp index 5f1c22b7c1..4a0ad46b4e 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernelsBase.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,8 +18,8 @@ * @file SolidMechanicsEFEMKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELSBASE_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELSBASE_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELSBASE_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELSBASE_HPP_ #include "physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp" #include "SolidMechanicsEFEMKernelsHelper.hpp" @@ -345,4 +345,4 @@ class EFEMKernelsBase : } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELSBASE_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELSBASE_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernelsHelper.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsHelper.hpp similarity index 94% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernelsHelper.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsHelper.hpp index 3018fb975c..07bd6ffb81 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMKernelsHelper.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsHelper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,8 +18,8 @@ * @file EFEMKernelsHelper.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELSHELPER_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMKERNELSHELPER_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELSHELPER_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMKERNELSHELPER_HPP_ #include "common/DataTypes.hpp" @@ -152,4 +152,4 @@ void assembleEquilibriumOperator( real64 ( & eqMatrix )[3][6], } // geos -#endif /* SRC_CORECOMPONENTS_PHYSICSSOLVERS_CONTACT_EFEMKERNELSHELPER_HPP_ */ +#endif /* SRC_CORECOMPONENTS_PHYSICSSOLVERS_CONTACT_KERNELS_EFEMKERNELSHELPER_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMStaticCondensationKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMStaticCondensationKernels.hpp similarity index 96% rename from src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMStaticCondensationKernels.hpp rename to src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMStaticCondensationKernels.hpp index 83dfa5fd88..c6efed4309 100644 --- a/src/coreComponents/physicsSolvers/contact/SolidMechanicsEFEMStaticCondensationKernels.hpp +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsEFEMStaticCondensationKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,8 +18,8 @@ * @file SolidMechanicsEFEMKernels.hpp */ -#ifndef GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMSTATICCONDENSATIONKERNELS_HPP_ -#define GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMSTATICCONDENSATIONKERNELS_HPP_ +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMSTATICCONDENSATIONKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMSTATICCONDENSATIONKERNELS_HPP_ #include "SolidMechanicsEFEMKernelsBase.hpp" @@ -252,4 +252,4 @@ using EFEMStaticCondensationFactory = finiteElement::KernelFactory< EFEMStaticCo } // namespace geos -#endif /* GEOS_PHYSICSSOLVERS_CONTACT_SOLIDMECHANICSEFEMSTATICCONDENSATIONKERNELS_HPP_ */ +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSEFEMSTATICCONDENSATIONKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsLagrangeContactKernels.hpp b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsLagrangeContactKernels.hpp new file mode 100644 index 0000000000..b5ab97955b --- /dev/null +++ b/src/coreComponents/physicsSolvers/contact/kernels/SolidMechanicsLagrangeContactKernels.hpp @@ -0,0 +1,438 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file SolidMechanicsALMKernelsBase.hpp + */ + +#ifndef GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSLAGRANGECONTACTKERNELS_HPP_ +#define GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSLAGRANGECONTACTKERNELS_HPP_ + +#include "finiteElement/kernelInterface/InterfaceKernelBase.hpp" +#include "SolidMechanicsConformingContactKernelsBase.hpp" + +namespace geos +{ + +namespace solidMechanicsLagrangeContactKernels +{ + +/** + * @copydoc geos::finiteElement::ImplicitKernelBase + */ +template< typename CONSTITUTIVE_TYPE, + typename FE_TYPE > +class LagrangeContact : + public solidMechanicsConformingContactKernels::ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE > +{ +public: + /// Alias for the base class. + using Base = solidMechanicsConformingContactKernels::ConformingContactKernelsBase< CONSTITUTIVE_TYPE, + FE_TYPE >; + + /// Maximum number of nodes per element, which is equal to the maxNumTestSupportPointPerElem and + /// maxNumTrialSupportPointPerElem by definition. + static constexpr int numNodesPerElem = Base::maxNumTestSupportPointsPerElem; + + /// Compile time value for the number of quadrature points per element. + static constexpr int numQuadraturePointsPerElem = FE_TYPE::numQuadraturePoints; + + using Base::numUdofs; + using Base::numTdofs; + using Base::numBdofs; + + using Base::m_elemsToFaces; + using Base::m_faceToNodes; + using Base::m_finiteElementSpace; + using Base::m_constitutiveUpdate; + using Base::m_dofNumber; + using Base::m_bDofNumber; + using Base::m_dofRankOffset; + using Base::m_X; + using Base::m_rotationMatrix; + using Base::m_dispJump; + using Base::m_oldDispJump; + using Base::m_matrix; + using Base::m_rhs; + + /** + * @brief Constructor + * @copydoc geos::finiteElement::InterfaceKernelBase::InterfaceKernelBase + */ + LagrangeContact( NodeManager const & nodeManager, + EdgeManager const & edgeManager, + FaceManager const & faceManager, + localIndex const targetRegionIndex, + FaceElementSubRegion & elementSubRegion, + FE_TYPE const & finiteElementSpace, + CONSTITUTIVE_TYPE & inputConstitutiveType, + arrayView1d< globalIndex const > const uDofNumber, + arrayView1d< globalIndex const > const bDofNumber, + globalIndex const rankOffset, + CRSMatrixView< real64, globalIndex const > const inputMatrix, + arrayView1d< real64 > const inputRhs, + real64 const inputDt, + arrayView1d< localIndex const > const & faceElementList, + string const tractionDofKey ): + Base( nodeManager, + edgeManager, + faceManager, + targetRegionIndex, + elementSubRegion, + finiteElementSpace, + inputConstitutiveType, + uDofNumber, + bDofNumber, + rankOffset, + inputMatrix, + inputRhs, + inputDt, + faceElementList ), + m_traction( elementSubRegion.getField< fields::contact::traction >().toViewConst() ), + m_tDofNumber( elementSubRegion.getReference< globalIndex_array >( tractionDofKey ).toViewConst() ), + m_incrDisp( nodeManager.getField< fields::solidMechanics::incrementalDisplacement >() ), + m_incrBubbleDisp( faceManager.getField< fields::solidMechanics::incrementalBubbleDisplacement >() ), + m_targetIncrementalJump( elementSubRegion.getField< fields::contact::targetIncrementalJump >().toViewConst() ) + {} + + /** + * @copydoc finiteElement::KernelBase::StackVariables + */ + struct StackVariables : public Base::StackVariables + { +public: + + GEOS_HOST_DEVICE + StackVariables(): + Base::StackVariables(), + dispEqnRowIndices{}, + dispColIndices{}, + bEqnRowIndices{}, + bColIndices{}, + tColIndices{}, + localRu{}, + localRb{}, + localRt{}, + localAtt{ {} }, + localAut{ {} }, + localAbt{ {} }, + duLocal{}, + dbLocal{} + {} + + /// C-array storage for the element local row degrees of freedom. + localIndex dispEqnRowIndices[numUdofs]; + + /// C-array storage for the element local column degrees of freedom. + globalIndex dispColIndices[numUdofs]; + + /// C-array storage for the element local row degrees of freedom. + localIndex bEqnRowIndices[numBdofs]; + + /// C-array storage for the element local column degrees of freedom. + globalIndex bColIndices[numBdofs]; + + /// C-array storage for the traction local row degrees of freedom. + localIndex tEqnRowIndices[numTdofs]; + + /// C-array storage for the element local column degrees of freedom. + globalIndex tColIndices[numTdofs]; + + /// C-array storage for the element local Ru residual vector. + real64 localRu[numUdofs]; + + /// C-array storage for the element local Rb residual vector. + real64 localRb[numBdofs]; + + /// C-array storage for the element local Rt residual vector. + real64 localRt[numTdofs]; + + /// C-array storage for the element local Att matrix. + real64 localAtt[numTdofs][numTdofs]; + + /// C-array storage for the element local Aut matrix. + real64 localAut[numUdofs][numTdofs]; + + /// C-array storage for the element local Abt matrix. + real64 localAbt[numBdofs][numTdofs]; + + /// Stack storage for the element local incremental displacement vector + real64 duLocal[numUdofs]; + + /// Stack storage for the element local incremental bubble displacement vector + real64 dbLocal[numBdofs]; + }; + + //*************************************************************************** + + //START_kernelLauncher + template< typename POLICY, + typename KERNEL_TYPE > + static + real64 + kernelLaunch( localIndex const numElems, + KERNEL_TYPE const & kernelComponent ) + { + return Base::template kernelLaunch< POLICY, KERNEL_TYPE >( numElems, kernelComponent ); + } + //END_kernelLauncher + + /** + * @brief Copy global values from primary field to a local stack array. + * @copydoc ::geos::finiteElement::InterfaceKernelBase::setup + */ + GEOS_HOST_DEVICE + inline + void setup( localIndex const k, + StackVariables & stack ) const + { + constexpr int shift = numNodesPerElem * 3; + + int permutation[numNodesPerElem]; + m_finiteElementSpace.getPermutation( permutation ); + + localIndex const kf0 = m_elemsToFaces[k][0]; + localIndex const kf1 = m_elemsToFaces[k][1]; + for( localIndex a=0; a( matRRtAtu, stack.localRotationMatrix, stack.localAtu ); + // transp(R) * Atb + LvArray::tensorOps::Rij_eq_AkiBkj< 3, numBdofs, 3 >( matRRtAtb, stack.localRotationMatrix, stack.localAtb ); + + LvArray::tensorOps::copy< numTdofs, numUdofs >( stack.localAtu, matRRtAtu ); + LvArray::tensorOps::copy< numTdofs, numBdofs >( stack.localAtb, matRRtAtb ); + + LvArray::tensorOps::scale< numTdofs, numUdofs >( stack.localAtu, -1.0 ); + LvArray::tensorOps::scale< numTdofs, numBdofs >( stack.localAtb, -1.0 ); + + LvArray::tensorOps::transpose< numUdofs, numTdofs >( stack.localAut, stack.localAtu ); + LvArray::tensorOps::transpose< numBdofs, numTdofs >( stack.localAbt, stack.localAtb ); + + // Compute the traction contribute of the local residuals + LvArray::tensorOps::Ri_eq_AijBj< numUdofs, numTdofs >( tractionR, stack.localAut, m_traction[k] ); + LvArray::tensorOps::Ri_eq_AijBj< numBdofs, numTdofs >( tractionRb, stack.localAbt, m_traction[k] ); + + // Compute the local residuals + // Force Balance for nodal displacement dofs + LvArray::tensorOps::scaledAdd< numUdofs >( stack.localRu, tractionR, 1.0 ); + // Force Balance for the bubble dofs + LvArray::tensorOps::scaledAdd< numBdofs >( stack.localRb, tractionRb, 1.0 ); + + fillGlobalMatrix( stack ); + + return 0.0; + } + +protected: + + arrayView2d< real64 const > const m_traction; + + arrayView1d< globalIndex const > const m_tDofNumber; + + arrayView2d< real64 const, nodes::INCR_DISPLACEMENT_USD > const m_incrDisp; + + arrayView2d< real64 const > const m_incrBubbleDisp; + + arrayView2d< real64 const > const m_targetIncrementalJump; + + /** + * @brief Create the list of finite elements of the same type + * for each FaceElementSubRegion (Triangle or Quadrilateral) + * and of the same fracture state (Stick or Slip). + * @param domain The physical domain object + */ + void updateStickSlipList( DomainPartition const & domain ); + + /** + * @brief Create the list of finite elements of the same type + * for each FaceElementSubRegion (Triangle or Quadrilateral). + * @param domain The physical domain object + */ + void createFaceTypeList( DomainPartition const & domain ); + + /** + * @brief Create the list of elements belonging to CellElementSubRegion + * that are enriched with the bubble basis functions + * @param domain The physical domain object + */ + void createBubbleCellList( DomainPartition & domain ) const; + + /** + * @brief Fill global matrix and residual vector + * + * @param stack stack variables + */ + GEOS_HOST_DEVICE + void fillGlobalMatrix( StackVariables & stack ) const + { + + for( localIndex i=0; i < numTdofs; ++i ) + { + localIndex const dof = LvArray::integerConversion< localIndex >( stack.tEqnRowIndices[ i ] ); + + if( dof < 0 || dof >= m_matrix.numRows() ) continue; + + // TODO: May not need to be an atomic operation + RAJA::atomicAdd< parallelDeviceAtomic >( &m_rhs[dof], stack.localRt[i] ); + + // Fill in matrix block Att + m_matrix.template addToRowBinarySearchUnsorted< parallelDeviceAtomic >( dof, + stack.tColIndices, + stack.localAtt[i], + numTdofs ); + + // Fill in matrix block Atu + m_matrix.template addToRowBinarySearchUnsorted< parallelDeviceAtomic >( dof, + stack.dispColIndices, + stack.localAtu[i], + numUdofs ); + + // Fill in matrix block Atb + m_matrix.template addToRowBinarySearchUnsorted< parallelDeviceAtomic >( dof, + stack.bColIndices, + stack.localAtb[i], + numBdofs ); + } + + for( localIndex i=0; i < numUdofs; ++i ) + { + localIndex const dof = LvArray::integerConversion< localIndex >( stack.dispEqnRowIndices[ i ] ); + + if( dof < 0 || dof >= m_matrix.numRows() ) continue; + + // Is it necessary? Each row should be indepenedent + RAJA::atomicAdd< parallelDeviceAtomic >( &m_rhs[dof], stack.localRu[i] ); + + // Fill in matrix + m_matrix.template addToRowBinarySearchUnsorted< parallelDeviceAtomic >( dof, + stack.tColIndices, + stack.localAut[i], + numTdofs ); + + } + + for( localIndex i=0; i < numBdofs; ++i ) + { + localIndex const dof = LvArray::integerConversion< localIndex >( stack.bEqnRowIndices[ i ] ); + + if( dof < 0 || dof >= m_matrix.numRows() ) continue; + + // Is it necessary? Each row should be indepenedent + RAJA::atomicAdd< parallelDeviceAtomic >( &m_rhs[dof], stack.localRb[i] ); + + // Fill in matrix + m_matrix.template addToRowBinarySearchUnsorted< parallelDeviceAtomic >( dof, + stack.tColIndices, + stack.localAbt[i], + numTdofs ); + } + } + +}; + +/// The factory used to construct the kernel. +using LagrangeContactFactory = finiteElement::InterfaceKernelFactory< LagrangeContact, + arrayView1d< globalIndex const > const, + arrayView1d< globalIndex const > const, + globalIndex const, + CRSMatrixView< real64, globalIndex const > const, + arrayView1d< real64 > const, + real64 const, + arrayView1d< localIndex const > const, + string const >; + +} // namespace solidMechanicsLagrangeContactKernels + +} // namespace geos + + +#endif /* GEOS_PHYSICSSOLVERS_CONTACT_KERNELS_SOLIDMECHANICSLAGRANGECONTACTKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.cpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.cpp index 08e7176fdb..66c7967703 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -78,6 +78,7 @@ CompositionalMultiphaseBase::CompositionalMultiphaseBase( const string & name, m_allowCompDensChopping( 1 ), m_useTotalMassEquation( 1 ), m_useSimpleAccumulation( 1 ), + m_useNewGravity( 0 ), m_minCompDens( isothermalCompositionalMultiphaseBaseKernels::minDensForDivision ) { //START_SPHINX_INCLUDE_00 @@ -164,6 +165,12 @@ CompositionalMultiphaseBase::CompositionalMultiphaseBase( const string & name, setApplyDefaultValue( 1 ). setDescription( "Flag indicating whether simple accumulation form is used" ); + this->registerWrapper( viewKeyStruct::useNewGravityString(), &m_useNewGravity ). + setSizedFromParent( 0 ). + setInputFlag( InputFlags::OPTIONAL ). + setApplyDefaultValue( 0 ). + setDescription( "Flag indicating whether new gravity treatment is used" ); + this->registerWrapper( viewKeyStruct::minCompDensString(), &m_minCompDens ). setSizedFromParent( 0 ). setInputFlag( InputFlags::OPTIONAL ). @@ -831,30 +838,25 @@ real64 CompositionalMultiphaseBase::updateFluidState( ElementSubRegionBase & sub } void CompositionalMultiphaseBase::initializeFluidState( MeshLevel & mesh, - DomainPartition & domain, arrayView1d< string const > const & regionNames ) { GEOS_MARK_FUNCTION; integer const numComp = m_numComponents; - // 1. Compute hydrostatic equilibrium in the regions for which corresponding field specification tag has been specified - computeHydrostaticEquilibrium(); - mesh.getElemManager().forElementSubRegions( regionNames, [&]( localIndex const, ElementSubRegionBase & subRegion ) { - // 2. Assume global component fractions have been prescribed. + // Assume global component fractions have been prescribed. // Initialize constitutive state to get fluid density. updateFluidModel( subRegion ); - // 3. Back-calculate global component densities from fractions and total fluid density + // Back-calculate global component densities from fractions and total fluid density // in order to initialize the primary solution variables - string const & fluidName = subRegion.getReference< string >( viewKeyStruct::fluidNamesString() ); + string const & fluidName = subRegion.template getReference< string >( viewKeyStruct::fluidNamesString() ); MultiFluidBase const & fluid = getConstitutiveModel< MultiFluidBase >( subRegion, fluidName ); arrayView2d< real64 const, multifluid::USD_FLUID > const totalDens = fluid.totalDensity(); - arrayView2d< real64 const, compflow::USD_COMP > const compFrac = subRegion.getField< fields::flow::globalCompFraction >(); arrayView2d< real64, compflow::USD_COMP > const compDens = @@ -867,10 +869,13 @@ void CompositionalMultiphaseBase::initializeFluidState( MeshLevel & mesh, compDens[ei][ic] = totalDens[ei][0] * compFrac[ei][ic]; } } ); - } ); - // with initial component densities defined - check if they need to be corrected to avoid zero diags etc - chopNegativeDensities( domain ); + // with initial component densities defined - check if they need to be corrected to avoid zero diags etc + if( m_allowCompDensChopping ) + { + chopNegativeDensities( subRegion ); + } + } ); // for some reason CUDA does not want the host_device lambda to be defined inside the generic lambda // I need the exact type of the subRegion for updateSolidflowProperties to work well. @@ -878,115 +883,65 @@ void CompositionalMultiphaseBase::initializeFluidState( MeshLevel & mesh, SurfaceElementSubRegion >( regionNames, [&]( localIndex const, auto & subRegion ) { - // 4. Initialize/update dependent state quantities + // Initialize/update dependent state quantities - // 4.1 Update the constitutive models that only depend on - // - the primary variables - // - the fluid constitutive quantities (as they have already been updated) - // We postpone the other constitutive models for now - // In addition, to avoid multiplying permeability/porosity bay netToGross in the assembly kernel, we do it once and for all here - arrayView1d< real64 const > const netToGross = subRegion.template getField< fields::flow::netToGross >(); - CoupledSolidBase const & porousSolid = - getConstitutiveModel< CoupledSolidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); - PermeabilityBase const & permeabilityModel = - getConstitutiveModel< PermeabilityBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::permeabilityNamesString() ) ); - permeabilityModel.scaleHorizontalPermeability( netToGross ); - porousSolid.scaleReferencePorosity( netToGross ); - saveConvergedState( subRegion ); // necessary for a meaningful porosity update in sequential schemes - updatePorosityAndPermeability( subRegion ); updateCompAmount( subRegion ); updatePhaseVolumeFraction( subRegion ); - // Now, we initialize and update each constitutive model one by one + // Update the constitutive models that only depend on + // - the primary variables + // - the fluid constitutive quantities (as they have already been updated) + // We postpone the other constitutive models for now - // 4.2 Save the computed porosity into the old porosity - // - // Note: - // - This must be called after updatePorosityAndPermeability - // - This step depends on porosity - string const & solidName = subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ); - CoupledSolidBase const & porousMaterial = getConstitutiveModel< CoupledSolidBase >( subRegion, solidName ); - porousMaterial.initializeState(); - - // 4.3 Initialize/update the relative permeability model using the initial phase volume fraction - // This is needed to handle relative permeability hysteresis - // Also, initialize the fluid model - // - // Note: - // - This must be called after updatePhaseVolumeFraction - // - This step depends on phaseVolFraction + // Now, we initialize and update each constitutive model one by one // initialized phase volume fraction arrayView2d< real64 const, compflow::USD_PHASE > const phaseVolFrac = subRegion.template getField< fields::flow::phaseVolumeFraction >(); - string const & relpermName = subRegion.template getReference< string >( viewKeyStruct::relPermNamesString() ); - RelativePermeabilityBase & relPermMaterial = - getConstitutiveModel< RelativePermeabilityBase >( subRegion, relpermName ); - relPermMaterial.saveConvergedPhaseVolFractionState( phaseVolFrac ); // this needs to happen before calling updateRelPermModel + // Initialize/update the relative permeability model using the initial phase volume fraction + // Note: + // - This must be called after updatePhaseVolumeFraction + // - This step depends on phaseVolFraction + RelativePermeabilityBase & relPerm = + getConstitutiveModel< RelativePermeabilityBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::relPermNamesString() ) ); + relPerm.saveConvergedPhaseVolFractionState( phaseVolFrac ); // this needs to happen before calling updateRelPermModel updateRelPermModel( subRegion ); - relPermMaterial.saveConvergedState(); // this needs to happen after calling updateRelPermModel + relPerm.saveConvergedState(); // this needs to happen after calling updateRelPermModel string const & fluidName = subRegion.template getReference< string >( viewKeyStruct::fluidNamesString() ); - MultiFluidBase & fluidMaterial = getConstitutiveModel< MultiFluidBase >( subRegion, fluidName ); - fluidMaterial.initializeState(); + MultiFluidBase & fluid = getConstitutiveModel< MultiFluidBase >( subRegion, fluidName ); + fluid.initializeState(); - // 4.4 Then, we initialize/update the capillary pressure model - // + // Update the phase mobility // Note: - // - This must be called after updatePorosityAndPermeability - // - This step depends on porosity and permeability + // - This must be called after updateRelPermModel + // - This step depends phaseRelPerm + updatePhaseMobility( subRegion ); + + // Initialize/update the capillary pressure model + // Note: + // - This must be called after updatePorosityAndPermeability and updatePhaseVolumeFraction + // - This step depends on porosity, permeability, and phaseVolFraction if( m_hasCapPressure ) { // initialized porosity - arrayView2d< real64 const > const porosity = porousMaterial.getPorosity(); + CoupledSolidBase const & porousSolid = + getConstitutiveModel< CoupledSolidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); + arrayView2d< real64 const > const porosity = porousSolid.getPorosity(); - string const & permName = subRegion.template getReference< string >( viewKeyStruct::permeabilityNamesString() ); - PermeabilityBase const & permeabilityMaterial = - getConstitutiveModel< PermeabilityBase >( subRegion, permName ); // initialized permeability + PermeabilityBase const & permeabilityMaterial = + getConstitutiveModel< PermeabilityBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::permeabilityNamesString() ) ); arrayView3d< real64 const > const permeability = permeabilityMaterial.permeability(); - string const & capPressureName = subRegion.template getReference< string >( viewKeyStruct::capPressureNamesString() ); - CapillaryPressureBase const & capPressureMaterial = - getConstitutiveModel< CapillaryPressureBase >( subRegion, capPressureName ); - capPressureMaterial.initializeRockState( porosity, permeability ); // this needs to happen before calling updateCapPressureModel + CapillaryPressureBase const & capPressure = + getConstitutiveModel< CapillaryPressureBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::capPressureNamesString() ) ); + capPressure.initializeRockState( porosity, permeability ); // this needs to happen before calling updateCapPressureModel updateCapPressureModel( subRegion ); } - // 4.5 Update the phase mobility - // - // Note: - // - This must be called after updateRelPermModel - // - This step depends phaseRelPerm - updatePhaseMobility( subRegion ); - - // 4.6 We initialize the rock thermal quantities: conductivity and solid internal energy - // - // Note: - // - This must be called after updatePorosityAndPermeability and updatePhaseVolumeFraction - // - This step depends on porosity and phaseVolFraction - if( m_isThermal ) - { - // initialized porosity - arrayView2d< real64 const > const porosity = porousMaterial.getPorosity(); - - string const & thermalConductivityName = subRegion.template getReference< string >( viewKeyStruct::thermalConductivityNamesString() ); - MultiPhaseThermalConductivityBase const & conductivityMaterial = - getConstitutiveModel< MultiPhaseThermalConductivityBase >( subRegion, thermalConductivityName ); - conductivityMaterial.initializeRockFluidState( porosity, phaseVolFrac ); - // note that there is nothing to update here because thermal conductivity is explicit for now - - updateSolidInternalEnergyModel( subRegion ); - string const & solidInternalEnergyName = subRegion.template getReference< string >( viewKeyStruct::solidInternalEnergyNamesString() ); - SolidInternalEnergy const & solidInternalEnergyMaterial = - getConstitutiveModel< SolidInternalEnergy >( subRegion, solidInternalEnergyName ); - solidInternalEnergyMaterial.saveConvergedState(); - - updateEnergy( subRegion ); - } - - // Step 4.7: if the diffusion and/or dispersion is/are supported, initialize the two models + // If the diffusion and/or dispersion is/are supported, initialize the two models if( m_hasDiffusion ) { string const & diffusionName = subRegion.template getReference< string >( viewKeyStruct::diffusionNamesString() ); @@ -1004,24 +959,42 @@ void CompositionalMultiphaseBase::initializeFluidState( MeshLevel & mesh, } } ); +} - // 5. Save initial pressure - mesh.getElemManager().forElementSubRegions( regionNames, [&]( localIndex const, - ElementSubRegionBase & subRegion ) +void CompositionalMultiphaseBase::initializeThermalState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) +{ + mesh.getElemManager().forElementSubRegions< CellElementSubRegion, + SurfaceElementSubRegion >( regionNames, [&]( localIndex const, + auto & subRegion ) { - arrayView1d< real64 const > const pres = subRegion.getField< fields::flow::pressure >(); - arrayView1d< real64 > const initPres = subRegion.getField< fields::flow::initialPressure >(); - arrayView1d< real64 const > const temp = subRegion.getField< fields::flow::temperature >(); - arrayView1d< real64 > const initTemp = subRegion.template getField< fields::flow::initialTemperature >(); - initPres.setValues< parallelDevicePolicy<> >( pres ); - initTemp.setValues< parallelDevicePolicy<> >( temp ); + // initialized porosity + CoupledSolidBase const & porousSolid = + getConstitutiveModel< CoupledSolidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); + arrayView2d< real64 const > const porosity = porousSolid.getPorosity(); + + // initialized phase volume fraction + arrayView2d< real64 const, compflow::USD_PHASE > const phaseVolFrac = + subRegion.template getField< fields::flow::phaseVolumeFraction >(); + + string const & thermalConductivityName = subRegion.template getReference< string >( viewKeyStruct::thermalConductivityNamesString()); + MultiPhaseThermalConductivityBase const & conductivityMaterial = + getConstitutiveModel< MultiPhaseThermalConductivityBase >( subRegion, thermalConductivityName ); + conductivityMaterial.initializeRockFluidState( porosity, phaseVolFrac ); + // note that there is nothing to update here because thermal conductivity is explicit for now + + updateSolidInternalEnergyModel( subRegion ); + string const & solidInternalEnergyName = subRegion.template getReference< string >( viewKeyStruct::solidInternalEnergyNamesString()); + SolidInternalEnergy const & solidInternalEnergyMaterial = + getConstitutiveModel< SolidInternalEnergy >( subRegion, solidInternalEnergyName ); + solidInternalEnergyMaterial.saveConvergedState(); + + updateEnergy( subRegion ); } ); } -void CompositionalMultiphaseBase::computeHydrostaticEquilibrium() +void CompositionalMultiphaseBase::computeHydrostaticEquilibrium( DomainPartition & domain ) { FieldSpecificationManager & fsManager = FieldSpecificationManager::getInstance(); - DomainPartition & domain = this->getGroupByPath< DomainPartition >( "/Problem/domain" ); integer const numComps = m_numComponents; integer const numPhases = m_numPhases; @@ -1281,8 +1254,7 @@ void CompositionalMultiphaseBase::initializePostInitialConditionsPreSubGroups() arrayView1d< string const > const & regionNames ) { FieldIdentifiers fieldsToBeSync; - fieldsToBeSync.addElementFields( { fields::flow::pressure::key(), - fields::flow::globalCompDensity::key() }, + fieldsToBeSync.addElementFields( { fields::flow::globalCompDensity::key() }, regionNames ); CommunicationTools::getInstance().synchronizeFields( fieldsToBeSync, mesh, domain.getNeighbors(), false ); @@ -1295,35 +1267,10 @@ void CompositionalMultiphaseBase::initializePostInitialConditionsPreSubGroups() string const & fluidName = subRegion.template getReference< string >( viewKeyStruct::fluidNamesString() ); MultiFluidBase & fluid = getConstitutiveModel< MultiFluidBase >( subRegion, fluidName ); fluid.setMassFlag( m_useMass ); - - saveConvergedState( subRegion ); // necessary for a meaningful porosity update in sequential schemes - updatePorosityAndPermeability( subRegion ); - - CoupledSolidBase const & porousSolid = - getConstitutiveModel< CoupledSolidBase >( subRegion, - subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); - porousSolid.initializeState(); - } ); - - // Initialize primary variables from applied initial conditions - initializeFluidState( mesh, domain, regionNames ); - - mesh.getElemManager().forElementRegions< SurfaceElementRegion >( regionNames, - [&]( localIndex const, - SurfaceElementRegion & region ) - { - region.forElementSubRegions< FaceElementSubRegion >( [&]( FaceElementSubRegion & subRegion ) - { - subRegion.getWrapper< real64_array >( fields::flow::hydraulicAperture::key() ). - setApplyDefaultValue( region.getDefaultAperture() ); - } ); } ); - } ); - // report to the user if some pore volumes are very small - // note: this function is here because: 1) porosity has been initialized and 2) NTG has been applied - validatePoreVolumes( domain ); + initializeState( domain ); } void @@ -2071,9 +2018,6 @@ void CompositionalMultiphaseBase::chopNegativeDensities( DomainPartition & domai using namespace isothermalCompositionalMultiphaseBaseKernels; - integer const numComp = m_numComponents; - real64 const minCompDens = m_minCompDens; - forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, MeshLevel & mesh, arrayView1d< string const > const & regionNames ) @@ -2082,25 +2026,33 @@ void CompositionalMultiphaseBase::chopNegativeDensities( DomainPartition & domai [&]( localIndex const, ElementSubRegionBase & subRegion ) { - arrayView1d< integer const > const ghostRank = subRegion.ghostRank(); + chopNegativeDensities( subRegion ); + } ); + } ); +} - arrayView2d< real64, compflow::USD_COMP > const compDens = - subRegion.getField< fields::flow::globalCompDensity >(); +void CompositionalMultiphaseBase::chopNegativeDensities( ElementSubRegionBase & subRegion ) +{ + integer const numComp = m_numComponents; + real64 const minCompDens = m_minCompDens; - forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const ei ) + arrayView1d< integer const > const ghostRank = subRegion.ghostRank(); + + arrayView2d< real64, compflow::USD_COMP > const compDens = + subRegion.getField< fields::flow::globalCompDensity >(); + + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const ei ) + { + if( ghostRank[ei] < 0 ) + { + for( integer ic = 0; ic < numComp; ++ic ) { - if( ghostRank[ei] < 0 ) + if( compDens[ei][ic] < minCompDens ) { - for( integer ic = 0; ic < numComp; ++ic ) - { - if( compDens[ei][ic] < minCompDens ) - { - compDens[ei][ic] = minCompDens; - } - } + compDens[ei][ic] = minCompDens; } - } ); - } ); + } + } } ); } @@ -2300,6 +2252,7 @@ void CompositionalMultiphaseBase::computeCFLNumbers( geos::DomainPartition & dom isothermalCompositionalMultiphaseBaseKernels::KernelLaunchSelector1 < isothermalCompositionalMultiphaseFVMKernels::CFLFluxKernel >( numComps, numPhases, + m_useNewGravity, dt, stencilWrapper, compFlowAccessors.get( fields::flow::pressure{} ), diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.hpp index cfd0642870..1cec9ca685 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -268,6 +268,7 @@ class CompositionalMultiphaseBase : public FlowSolverBase static constexpr char const * allowLocalCompDensChoppingString() { return "allowLocalCompDensityChopping"; } static constexpr char const * useTotalMassEquationString() { return "useTotalMassEquation"; } static constexpr char const * useSimpleAccumulationString() { return "useSimpleAccumulation"; } + static constexpr char const * useNewGravityString() { return "useNewGravity"; } static constexpr char const * minCompDensString() { return "minCompDens"; } static constexpr char const * maxSequentialCompDensChangeString() { return "maxSequentialCompDensChange"; } static constexpr char const * minScalingFactorString() { return "minScalingFactor"; } @@ -282,12 +283,14 @@ class CompositionalMultiphaseBase : public FlowSolverBase * from prescribed intermediate values (i.e. global densities from global fractions) * and any applicable hydrostatic equilibration of the domain */ - void initializeFluidState( MeshLevel & mesh, DomainPartition & domain, arrayView1d< string const > const & regionNames ); + virtual void initializeFluidState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) override; + + virtual void initializeThermalState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) override; /** * @brief Compute the hydrostatic equilibrium using the compositions and temperature input tables */ - void computeHydrostaticEquilibrium(); + virtual void computeHydrostaticEquilibrium( DomainPartition & domain ) override; /** * @brief Function to perform the Application of Dirichlet type BC's @@ -362,6 +365,8 @@ class CompositionalMultiphaseBase : public FlowSolverBase */ void chopNegativeDensities( DomainPartition & domain ); + void chopNegativeDensities( ElementSubRegionBase & subRegion ); + virtual real64 setNextDtBasedOnStateChange( real64 const & currentDt, DomainPartition & domain ) override; @@ -482,6 +487,9 @@ class CompositionalMultiphaseBase : public FlowSolverBase /// flag indicating whether simple accumulation form is used integer m_useSimpleAccumulation; + /// flag indicating whether new gravity treatment is used + integer m_useNewGravity; + /// minimum allowed global component density real64 m_minCompDens; diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp index eb00898d8d..68faa9d681 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.cpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.cpp index 784c781016..9a64efef23 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -36,8 +36,6 @@ #include "mesh/mpiCommunications/CommunicationTools.hpp" #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/ThermalAccumulationKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/ResidualNormKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/ThermalResidualNormKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp" @@ -50,10 +48,10 @@ #include "physicsSolvers/fluidFlow/kernels/compositional/ThermalDiffusionDispersionFluxComputeKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/StabilizedFluxComputeKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/DissipationFluxComputeKernel.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/PhaseMobilityKernel.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseMobilityKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/DirichletFluxComputeKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/ThermalDirichletFluxComputeKernel.hpp" +#include "physicsSolvers/fluidFlow/kernels/compositional/PhaseMobilityKernel.hpp" +#include "physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseMobilityKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.hpp" namespace geos @@ -233,6 +231,7 @@ void CompositionalMultiphaseFVM::assembleFluxTerms( real64 const dt, elemDofKey, m_hasCapPressure, m_useTotalMassEquation, + m_useNewGravity, fluxApprox.upwindingParams(), getName(), mesh.getElemManager(), @@ -437,10 +436,10 @@ real64 CompositionalMultiphaseFVM::calculateResidualNorm( real64 const & GEOS_UN // step 3: second reduction across MPI ranks real64 residualNorm = 0.0; + array1d< real64 > globalResidualNorm; + globalResidualNorm.resize( numNorm ); if( m_isThermal ) { - array1d< real64 > globalResidualNorm; - globalResidualNorm.resize( numNorm ); if( normType == physicsSolverBaseKernels::NormType::Linf ) { physicsSolverBaseKernels::LinfResidualNormHelper:: @@ -458,8 +457,6 @@ real64 CompositionalMultiphaseFVM::calculateResidualNorm( real64 const & GEOS_UN } else { - array1d< real64 > globalResidualNorm; - globalResidualNorm.resize( numNorm - 1 ); if( normType == physicsSolverBaseKernels::NormType::Linf ) { physicsSolverBaseKernels::LinfResidualNormHelper:: @@ -472,11 +469,8 @@ real64 CompositionalMultiphaseFVM::calculateResidualNorm( real64 const & GEOS_UN } residualNorm = sqrt( globalResidualNorm[0] * globalResidualNorm[0] + globalResidualNorm[1] * globalResidualNorm[1] ); - if( getLogLevel() >= 1 && logger::internal::rank == 0 ) - { - std::cout << GEOS_FMT( " ( Rmass Rvol ) = ( {:4.2e} {:4.2e} )", - globalResidualNorm[0], globalResidualNorm[1] ); - } + GEOS_LOG_LEVEL_INFO_RANK_0_NLR( logInfo::Convergence, GEOS_FMT( " ( Rmass Rvol ) = ( {:4.2e} {:4.2e} )", + globalResidualNorm[0], globalResidualNorm[1] ) ); } return residualNorm; @@ -490,9 +484,13 @@ real64 CompositionalMultiphaseFVM::scalingForSystemSolution( DomainPartition & d string const dofKey = dofManager.getKey( viewKeyStruct::elemDofFieldString() ); real64 scalingFactor = 1.0; - real64 maxDeltaPres = 0.0, maxDeltaCompDens = 0.0, maxDeltaTemp = 0.0; real64 minPresScalingFactor = 1.0, minCompDensScalingFactor = 1.0, minTempScalingFactor = 1.0; + + std::vector< valueAndLocationType > regionDeltaPresMaxLoc; + std::vector< valueAndLocationType > regionDeltaTempMaxLoc; + std::vector< valueAndLocationType > regionDeltaCompDensMaxLoc; + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, MeshLevel & mesh, arrayView1d< string const > const & regionNames ) @@ -501,6 +499,7 @@ real64 CompositionalMultiphaseFVM::scalingForSystemSolution( DomainPartition & d [&]( localIndex const, ElementSubRegionBase & subRegion ) { + arrayView1d< globalIndex const > const localToGlobalMap = subRegion.localToGlobalMap(); arrayView1d< real64 const > const pressure = subRegion.getField< fields::flow::pressure >(); arrayView1d< real64 const > const temperature = subRegion.getField< fields::flow::temperature >(); arrayView2d< real64 const, compflow::USD_COMP > const compDens = subRegion.getField< fields::flow::globalCompDensity >(); @@ -509,6 +508,7 @@ real64 CompositionalMultiphaseFVM::scalingForSystemSolution( DomainPartition & d arrayView1d< real64 > compDensScalingFactor = subRegion.getField< fields::flow::globalCompDensityScalingFactor >(); const integer temperatureOffset = m_numComponents+1; + auto const subRegionData = m_isThermal ? thermalCompositionalMultiphaseBaseKernels:: @@ -545,38 +545,68 @@ real64 CompositionalMultiphaseFVM::scalingForSystemSolution( DomainPartition & d dofKey, subRegion, localSolution ); - - if( m_scalingType == ScalingType::Global ) + if( subRegion.size() > 0 || subRegion.size() != subRegion.getNumberOfGhosts() ) { - scalingFactor = std::min( scalingFactor, subRegionData.localMinVal ); + if( m_scalingType == ScalingType::Global ) + { + scalingFactor = std::min( scalingFactor, subRegionData.localMinVal ); + } + + regionDeltaPresMaxLoc.push_back( valueAndLocationType( subRegionData.localMaxDeltaPres, localToGlobalMap[subRegionData.localMaxDeltaPresLoc] ) ); + minPresScalingFactor = std::min( minPresScalingFactor, subRegionData.localMinPresScalingFactor ); + + regionDeltaCompDensMaxLoc.push_back( valueAndLocationType( subRegionData.localMaxDeltaCompDens, localToGlobalMap[subRegionData.localMaxDeltaCompDensLoc] ) ); + minCompDensScalingFactor = std::min( minCompDensScalingFactor, subRegionData.localMinCompDensScalingFactor ); + + if( m_isThermal ) + { + regionDeltaTempMaxLoc.push_back( valueAndLocationType( subRegionData.localMaxDeltaTemp, localToGlobalMap[subRegionData.localMaxDeltaTempLoc] ) ); + minTempScalingFactor = std::min( minTempScalingFactor, subRegionData.localMinTempScalingFactor ); + } } - maxDeltaPres = std::max( maxDeltaPres, subRegionData.localMaxDeltaPres ); - maxDeltaCompDens = std::max( maxDeltaCompDens, subRegionData.localMaxDeltaCompDens ); - maxDeltaTemp = std::max( maxDeltaTemp, subRegionData.localMaxDeltaTemp ); - minPresScalingFactor = std::min( minPresScalingFactor, subRegionData.localMinPresScalingFactor ); - minCompDensScalingFactor = std::min( minCompDensScalingFactor, subRegionData.localMinCompDensScalingFactor ); - minTempScalingFactor = std::min( minTempScalingFactor, subRegionData.localMinTempScalingFactor ); } ); } ); + auto [localDeltaPresMax, localPresMaxLoc] = *std::max_element( begin( regionDeltaPresMaxLoc ), end( regionDeltaPresMaxLoc ), []( auto & lhs, auto & rhs ) { + return lhs.value < rhs.value; + } ); + auto globalDeltaPresMax = MpiWrapper::maxValLoc( valueAndLocationType( localDeltaPresMax, localPresMaxLoc )); + auto [ localDeltaCompDensMax, localCompDensMaxLoc ] = *std::max_element( begin( regionDeltaCompDensMaxLoc ), end( regionDeltaCompDensMaxLoc ), []( auto & lhs, auto & rhs ) { + return lhs.value < rhs.value; + } ); + auto globalDeltaCompDensMax = MpiWrapper::maxValLoc( valueAndLocationType( localDeltaCompDensMax, localCompDensMaxLoc )); + scalingFactor = MpiWrapper::min( scalingFactor ); - maxDeltaPres = MpiWrapper::max( maxDeltaPres ); - maxDeltaCompDens = MpiWrapper::max( maxDeltaCompDens ); minPresScalingFactor = MpiWrapper::min( minPresScalingFactor ); minCompDensScalingFactor = MpiWrapper::min( minCompDensScalingFactor ); string const massUnit = m_useMass ? "kg/m3" : "mol/m3"; - GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Solution, GEOS_FMT( " {}: Max pressure change = {} Pa (before scaling)", - getName(), GEOS_FMT( "{:.{}f}", maxDeltaPres, 3 ) ) ); - GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Solution, GEOS_FMT( " {}: Max component density change = {} {} (before scaling)", - getName(), GEOS_FMT( "{:.{}f}", maxDeltaCompDens, 3 ), massUnit ) ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Solution, + GEOS_FMT( " {}: Max pressure change = {:.3f} Pa (before scaling) at cell {}", + getName(), + globalDeltaPresMax.value, + globalDeltaPresMax.location ) ); + + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Solution, + GEOS_FMT( " {}: Max component density change = {:.3f} {} (before scaling) at cell {}", + getName(), + globalDeltaCompDensMax.value, + massUnit, + globalDeltaCompDensMax.location ) ); if( m_isThermal ) { - maxDeltaTemp = MpiWrapper::max( maxDeltaTemp ); + auto [localDeltaTempMax, localDeltaTempMaxLoc ] = *std::max_element( begin( regionDeltaTempMaxLoc ), end( regionDeltaTempMaxLoc ), []( auto & lhs, auto & rhs ) { + return lhs.value < rhs.value; + } ); + auto globalMaxDeltaTemp = MpiWrapper::maxValLoc( valueAndLocationType( localDeltaTempMax, localDeltaTempMaxLoc )); + minTempScalingFactor = MpiWrapper::min( minTempScalingFactor ); - GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Solution, GEOS_FMT( " {}: Max temperature change = {} K (before scaling)", - getName(), GEOS_FMT( "{:.{}f}", maxDeltaTemp, 3 ) ) ); + GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Solution, + GEOS_FMT( " {}: Max temperature change = {:.3f} K (before scaling) at cell maxRegionDeltaTempLoc {}", + getName(), + globalMaxDeltaTemp.value, + globalMaxDeltaTemp.location ) ); } if( m_scalingType == ScalingType::Local ) diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.hpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.hpp index 8824987311..f14b243674 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -174,6 +174,19 @@ class CompositionalMultiphaseFVM : public CompositionalMultiphaseBase Local ///< Scale the Newton update locally (modifies the Newton direction) }; + /** + * @brief Storage for value and element location, used to determine global max + location + */ + template< typename VALUE_TYPE, typename INDEX_TYPE > + struct valueAndLocation + { + valueAndLocation(){} + valueAndLocation( VALUE_TYPE val, INDEX_TYPE loc ): value( val ), location( loc ){} + VALUE_TYPE value; + INDEX_TYPE location; + }; + typedef valueAndLocation< real64, globalIndex > valueAndLocationType; + protected: virtual void postInputInitialization() override; diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.cpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.cpp index bedfa0c326..021ce8fd96 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -31,7 +31,6 @@ #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/ResidualNormKernel.hpp" diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.hpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.hpp index 45bea1e810..d133610a7b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.cpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.cpp index 1aea8723fd..254c2a72a1 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -427,7 +427,7 @@ void CompositionalMultiphaseStatistics::computeRegionStatistics( real64 const ti GEOS_FMT( "{} Phase mass: {} {}", statPrefix, regionStatistics.phaseMass, massUnit ) ); - // metric 1: trapping computed with the Land trapping coefficient (similar to Eclipse) + // metric 1: trapping computed with the Land trapping coefficient GEOS_LOG_LEVEL_INFO_RANK_0( logInfo::Statistics, GEOS_FMT( "{} Trapped phase mass (metric 1): {} {}", statPrefix, regionStatistics.trappedPhaseMass, massUnit ) ); diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.hpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.hpp index ad81a74f52..bee1a2468a 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseStatistics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseUtilities.hpp b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseUtilities.hpp index ea13aa7ec0..3af76d4928 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseUtilities.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/CompositionalMultiphaseUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.cpp b/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.cpp index f803e7c7e1..c081f20d4c 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -286,16 +286,6 @@ void FlowSolverBase::saveSequentialIterationState( DomainPartition & domain ) m_sequentialTempChange = m_isThermal ? MpiWrapper::max( maxTempChange ) : 0.0; } -void FlowSolverBase::enableFixedStressPoromechanicsUpdate() -{ - m_isFixedStressPoromechanicsUpdate = true; -} - -void FlowSolverBase::enableJumpStabilization() -{ - m_isJumpStabilized = true; -} - void FlowSolverBase::setConstitutiveNamesCallSuper( ElementSubRegionBase & subRegion ) const { PhysicsSolverBase::setConstitutiveNamesCallSuper( subRegion ); @@ -455,6 +445,12 @@ void FlowSolverBase::initializePostInitialConditionsPreSubGroups() arrayView1d< string const > const & regionNames ) { precomputeData( mesh, regionNames ); + + FieldIdentifiers fieldsToBeSync; + fieldsToBeSync.addElementFields( { fields::flow::pressure::key(), fields::flow::temperature::key() }, + regionNames ); + + CommunicationTools::getInstance().synchronizeFields( fieldsToBeSync, mesh, domain.getNeighbors(), false ); } ); } @@ -491,6 +487,97 @@ void FlowSolverBase::precomputeData( MeshLevel & mesh, } } +void FlowSolverBase::initializeState( DomainPartition & domain ) +{ + // Compute hydrostatic equilibrium in the regions for which corresponding field specification tag has been specified + computeHydrostaticEquilibrium( domain ); + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + { + initializePorosityAndPermeability( mesh, regionNames ); + initializeHydraulicAperture( mesh, regionNames ); + + // Initialize primary variables from applied initial conditions + initializeFluidState( mesh, regionNames ); + + // Initialize the rock thermal quantities: conductivity and solid internal energy + // Note: + // - This must be called after updatePorosityAndPermeability and updatePhaseVolumeFraction + // - This step depends on porosity and phaseVolFraction + if( m_isThermal ) + { + initializeThermalState( mesh, regionNames ); + } + + // Save initial pressure and temperature fields + saveInitialPressureAndTemperature( mesh, regionNames ); + } ); + + // report to the user if some pore volumes are very small + // note: this function is here because: 1) porosity has been initialized and 2) NTG has been applied + validatePoreVolumes( domain ); +} + +void FlowSolverBase::initializePorosityAndPermeability( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) +{ + // Update porosity and permeability + // In addition, to avoid multiplying permeability/porosity bay netToGross in the assembly kernel, we do it once and for all here + mesh.getElemManager().forElementSubRegions< CellElementSubRegion, SurfaceElementSubRegion >( regionNames, [&]( localIndex const, + auto & subRegion ) + { + // Apply netToGross to reference porosity and horizontal permeability + CoupledSolidBase const & porousSolid = + getConstitutiveModel< CoupledSolidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); + PermeabilityBase const & permeability = + getConstitutiveModel< PermeabilityBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::permeabilityNamesString() ) ); + arrayView1d< real64 const > const netToGross = subRegion.template getField< fields::flow::netToGross >(); + porousSolid.scaleReferencePorosity( netToGross ); + permeability.scaleHorizontalPermeability( netToGross ); + + // in some initializeState versions it uses newPorosity, so let's run updatePorosityAndPermeability to compute something + saveConvergedState( subRegion ); // necessary for a meaningful porosity update in sequential schemes + updatePorosityAndPermeability( subRegion ); + porousSolid.initializeState(); + + // run final update + saveConvergedState( subRegion ); // necessary for a meaningful porosity update in sequential schemes + updatePorosityAndPermeability( subRegion ); + + // Save the computed porosity into the old porosity + // Note: + // - This must be called after updatePorosityAndPermeability + // - This step depends on porosity + porousSolid.saveConvergedState(); + } ); +} + +void FlowSolverBase::initializeHydraulicAperture( MeshLevel & mesh, const arrayView1d< const string > & regionNames ) +{ + mesh.getElemManager().forElementRegions< SurfaceElementRegion >( regionNames, + [&]( localIndex const, + SurfaceElementRegion & region ) + { + region.forElementSubRegions< SurfaceElementSubRegion >( [&]( SurfaceElementSubRegion & subRegion ) + { subRegion.getWrapper< real64_array >( fields::flow::hydraulicAperture::key()).setApplyDefaultValue( region.getDefaultAperture()); } ); + } ); +} + +void FlowSolverBase::saveInitialPressureAndTemperature( MeshLevel & mesh, const arrayView1d< const string > & regionNames ) +{ + mesh.getElemManager().forElementSubRegions( regionNames, [&]( localIndex const, + ElementSubRegionBase & subRegion ) + { + arrayView1d< real64 const > const pres = subRegion.getField< fields::flow::pressure >(); + arrayView1d< real64 > const initPres = subRegion.getField< fields::flow::initialPressure >(); + arrayView1d< real64 const > const temp = subRegion.getField< fields::flow::temperature >(); + arrayView1d< real64 > const initTemp = subRegion.template getField< fields::flow::initialTemperature >(); + initPres.setValues< parallelDevicePolicy<> >( pres ); + initTemp.setValues< parallelDevicePolicy<> >( temp ); + } ); +} + void FlowSolverBase::updatePorosityAndPermeability( CellElementSubRegion & subRegion ) const { GEOS_MARK_FUNCTION; diff --git a/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.hpp index 6b65e91e97..4352e05940 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -100,9 +100,9 @@ class FlowSolverBase : public PhysicsSolverBase */ void updateStencilWeights( DomainPartition & domain ) const; - void enableFixedStressPoromechanicsUpdate(); + void enableFixedStressPoromechanicsUpdate() { m_isFixedStressPoromechanicsUpdate = true; } - void enableJumpStabilization(); + void enableJumpStabilization() { m_isJumpStabilized = true; } void updatePorosityAndPermeability( CellElementSubRegion & subRegion ) const; @@ -114,39 +114,12 @@ class FlowSolverBase : public PhysicsSolverBase */ virtual void saveSequentialIterationState( DomainPartition & domain ) override; - /** - * @brief For each equilibrium initial condition, loop over all the target cells and compute the min/max elevation - * @param[in] domain the domain partition - * @param[in] equilNameToEquilId the map from the name of the initial condition to the initial condition index (used in min/maxElevation) - * @param[out] maxElevation the max elevation for each initial condition - * @param[out] minElevation the min elevation for each initial condition - */ - void findMinMaxElevationInEquilibriumTarget( DomainPartition & domain, // cannot be const... - std::map< string, localIndex > const & equilNameToEquilId, - arrayView1d< real64 > const & maxElevation, - arrayView1d< real64 > const & minElevation ) const; - - /** - * @brief For each source flux boundary condition, loop over all the target cells and sum the owned cells - * @param[in] time the time at the beginning of the time step - * @param[in] dt the time step size - * @param[in] domain the domain partition - * @param[in] bcNameToBcId the map from the name of the boundary condition to the boundary condition index - * @param[out] bcAllSetsSize the total number of owned cells for each source flux boundary condition - */ - void computeSourceFluxSizeScalingFactor( real64 const & time, - real64 const & dt, - DomainPartition & domain, // cannot be const... - std::map< string, localIndex > const & bcNameToBcId, - arrayView1d< globalIndex > const & bcAllSetsSize ) const; - integer & isThermal() { return m_isThermal; } /** * @return The unit in which we evaluate the amount of fluid per element (Mass or Mole). */ - virtual units::Unit getMassUnit() const - { return units::Unit::Mass; } + virtual units::Unit getMassUnit() const { return units::Unit::Mass; } /** * @brief Function to activate the flag allowing negative pressure @@ -173,6 +146,36 @@ class FlowSolverBase : public PhysicsSolverBase real64 const & timeAtBeginningOfStep, real64 const & dt ); + virtual void initializeFluidState( MeshLevel & mesh, const arrayView1d< const string > & regionNames ) { GEOS_UNUSED_VAR( mesh, regionNames ); } + + virtual void initializeThermalState( MeshLevel & mesh, const arrayView1d< const string > & regionNames ) { GEOS_UNUSED_VAR( mesh, regionNames ); } + + /** + * @brief For each equilibrium initial condition, loop over all the target cells and compute the min/max elevation + * @param[in] domain the domain partition + * @param[in] equilNameToEquilId the map from the name of the initial condition to the initial condition index (used in min/maxElevation) + * @param[out] maxElevation the max elevation for each initial condition + * @param[out] minElevation the min elevation for each initial condition + */ + void findMinMaxElevationInEquilibriumTarget( DomainPartition & domain, // cannot be const... + std::map< string, localIndex > const & equilNameToEquilId, + arrayView1d< real64 > const & maxElevation, + arrayView1d< real64 > const & minElevation ) const; + + /** + * @brief For each source flux boundary condition, loop over all the target cells and sum the owned cells + * @param[in] time the time at the beginning of the time step + * @param[in] dt the time step size + * @param[in] domain the domain partition + * @param[in] bcNameToBcId the map from the name of the boundary condition to the boundary condition index + * @param[out] bcAllSetsSize the total number of owned cells for each source flux boundary condition + */ + void computeSourceFluxSizeScalingFactor( real64 const & time, + real64 const & dt, + DomainPartition & domain, // cannot be const... + std::map< string, localIndex > const & bcNameToBcId, + arrayView1d< globalIndex > const & bcAllSetsSize ) const; + protected: /** @@ -207,6 +210,16 @@ class FlowSolverBase : public PhysicsSolverBase virtual void initializePostInitialConditionsPreSubGroups() override; + void initializeState( DomainPartition & domain ); + + virtual void computeHydrostaticEquilibrium( DomainPartition & domain ) { GEOS_UNUSED_VAR( domain ); } + + void initializePorosityAndPermeability( MeshLevel & mesh, arrayView1d< string const > const & regionNames ); + + void initializeHydraulicAperture( MeshLevel & mesh, const arrayView1d< const string > & regionNames ); + + void saveInitialPressureAndTemperature( MeshLevel & mesh, const arrayView1d< const string > & regionNames ); + virtual void setConstitutiveNamesCallSuper( ElementSubRegionBase & subRegion ) const override; /// the number of Degrees of Freedom per cell diff --git a/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp index d9f01e908b..ddb20e7bf5 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/LogLevelsInfo.hpp b/src/coreComponents/physicsSolvers/fluidFlow/LogLevelsInfo.hpp index cd9f3eb532..c42ac62038 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/LogLevelsInfo.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.cpp b/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.cpp index 3d8143e0d8..07c38cd272 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.hpp b/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.hpp index 5f615600d9..b510d9daf4 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBL.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBLFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBLFields.hpp index 84d9f0e5f5..d83c199f8b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBLFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/ReactiveCompositionalMultiphaseOBLFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.cpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.cpp index 8261e82286..98934988d8 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -40,8 +40,6 @@ #include "mesh/mpiCommunications/CommunicationTools.hpp" #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp" -#include "physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp" -#include "physicsSolvers/fluidFlow/kernels/singlePhase/ThermalAccumulationKernels.hpp" #include "physicsSolvers/fluidFlow/kernels/singlePhase/MobilityKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/singlePhase/SolutionCheckKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/singlePhase/SolutionScalingKernel.hpp" @@ -406,105 +404,12 @@ void SinglePhaseBase::initializePostInitialConditionsPreSubGroups() DomainPartition & domain = this->getGroupByPath< DomainPartition >( "/Problem/domain" ); - - forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, - MeshLevel & mesh, - arrayView1d< string const > const & regionNames ) - { - FieldIdentifiers fieldsToBeSync; - fieldsToBeSync.addElementFields( { fields::flow::pressure::key() }, - regionNames ); - - CommunicationTools::getInstance().synchronizeFields( fieldsToBeSync, mesh, domain.getNeighbors(), false ); - - // Moved the following part from ImplicitStepSetup to here since it only needs to be initialized once - // They will be updated in applySystemSolution and ImplicitStepComplete, respectively - mesh.getElemManager().forElementSubRegions< CellElementSubRegion, SurfaceElementSubRegion >( regionNames, [&]( localIndex const, - auto & subRegion ) - { - // Compute hydrostatic equilibrium in the regions for which corresponding field specification tag has been specified - computeHydrostaticEquilibrium(); - - // 1. update porosity, permeability, and density/viscosity - // In addition, to avoid multiplying permeability/porosity bay netToGross in the assembly kernel, we do it once and for all here - arrayView1d< real64 const > const netToGross = subRegion.template getField< fields::flow::netToGross >(); - CoupledSolidBase const & porousSolid = - getConstitutiveModel< CoupledSolidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); - PermeabilityBase const & permeabilityModel = - getConstitutiveModel< PermeabilityBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::permeabilityNamesString() ) ); - permeabilityModel.scaleHorizontalPermeability( netToGross ); - porousSolid.scaleReferencePorosity( netToGross ); - saveConvergedState( subRegion ); // necessary for a meaningful porosity update in sequential schemes - updatePorosityAndPermeability( subRegion ); - - SingleFluidBase const & fluid = - getConstitutiveModel< SingleFluidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::fluidNamesString() ) ); - updateFluidState( subRegion ); - - // 2. save the initial density (for use in the single-phase poromechanics solver to compute the deltaBodyForce) - fluid.initializeState(); - - // 3. save the initial/old porosity - porousSolid.initializeState(); - - // 4. initialize the rock thermal quantities: conductivity and solid internal energy - if( m_isThermal ) - { - // initialized porosity - arrayView2d< real64 const > const porosity = porousSolid.getPorosity(); - - string const & thermalConductivityName = subRegion.template getReference< string >( viewKeyStruct::thermalConductivityNamesString() ); - SinglePhaseThermalConductivityBase const & conductivityMaterial = - getConstitutiveModel< SinglePhaseThermalConductivityBase >( subRegion, thermalConductivityName ); - conductivityMaterial.initializeRockFluidState( porosity ); - // note that there is nothing to update here because thermal conductivity is explicit for now - - updateSolidInternalEnergyModel( subRegion ); - string const & solidInternalEnergyName = subRegion.template getReference< string >( viewKeyStruct::solidInternalEnergyNamesString() ); - SolidInternalEnergy const & solidInternalEnergyMaterial = - getConstitutiveModel< SolidInternalEnergy >( subRegion, solidInternalEnergyName ); - solidInternalEnergyMaterial.saveConvergedState(); - } - } ); - - mesh.getElemManager().forElementRegions< SurfaceElementRegion >( regionNames, - [&]( localIndex const, - SurfaceElementRegion & region ) - { - region.forElementSubRegions< FaceElementSubRegion >( [&]( FaceElementSubRegion & subRegion ) - { - subRegion.getWrapper< real64_array >( fields::flow::hydraulicAperture::key() ). - setApplyDefaultValue( region.getDefaultAperture() ); - } ); - } ); - - mesh.getElemManager().forElementSubRegions( regionNames, [&]( localIndex const, - ElementSubRegionBase & subRegion ) - { - // Save initial pressure field - arrayView1d< real64 const > const pres = subRegion.getField< fields::flow::pressure >(); - arrayView1d< real64 > const initPres = subRegion.getField< fields::flow::initialPressure >(); - arrayView1d< real64 const > const & temp = subRegion.template getField< fields::flow::temperature >(); - arrayView1d< real64 > const initTemp = subRegion.template getField< fields::flow::initialTemperature >(); - initPres.setValues< parallelDevicePolicy<> >( pres ); - initTemp.setValues< parallelDevicePolicy<> >( temp ); - - // finally update mass and energy - updateMass( subRegion ); - if( m_isThermal ) - updateEnergy( subRegion ); - } ); - } ); - - // report to the user if some pore volumes are very small - // note: this function is here because: 1) porosity has been initialized and 2) NTG has been applied - validatePoreVolumes( domain ); + FlowSolverBase::initializeState( domain ); } -void SinglePhaseBase::computeHydrostaticEquilibrium() +void SinglePhaseBase::computeHydrostaticEquilibrium( DomainPartition & domain ) { FieldSpecificationManager & fsManager = FieldSpecificationManager::getInstance(); - DomainPartition & domain = this->getGroupByPath< DomainPartition >( "/Problem/domain" ); real64 const gravVector[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( gravityVector() ); @@ -678,6 +583,48 @@ void SinglePhaseBase::computeHydrostaticEquilibrium() } ); } +void SinglePhaseBase::initializeFluidState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) +{ + mesh.getElemManager().forElementSubRegions< CellElementSubRegion, SurfaceElementSubRegion >( regionNames, [&]( localIndex const, + auto & subRegion ) + { + SingleFluidBase const & fluid = + getConstitutiveModel< SingleFluidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::fluidNamesString())); + updateFluidState( subRegion ); + + // 2. save the initial density (for use in the single-phase poromechanics solver to compute the deltaBodyForce) + fluid.initializeState(); + + updateMass( subRegion ); + } ); +} + +void SinglePhaseBase::initializeThermalState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) +{ + mesh.getElemManager().forElementSubRegions< CellElementSubRegion, SurfaceElementSubRegion >( regionNames, [&]( localIndex const, + auto & subRegion ) + { + // initialized porosity + CoupledSolidBase const & porousSolid = + getConstitutiveModel< CoupledSolidBase >( subRegion, subRegion.template getReference< string >( viewKeyStruct::solidNamesString() ) ); + arrayView2d< real64 const > const porosity = porousSolid.getPorosity(); + + string const & thermalConductivityName = subRegion.template getReference< string >( viewKeyStruct::thermalConductivityNamesString()); + SinglePhaseThermalConductivityBase const & conductivityMaterial = + getConstitutiveModel< SinglePhaseThermalConductivityBase >( subRegion, thermalConductivityName ); + conductivityMaterial.initializeRockFluidState( porosity ); + // note that there is nothing to update here because thermal conductivity is explicit for now + + updateSolidInternalEnergyModel( subRegion ); + string const & solidInternalEnergyName = subRegion.template getReference< string >( viewKeyStruct::solidInternalEnergyNamesString()); + SolidInternalEnergy const & solidInternalEnergyMaterial = + getConstitutiveModel< SolidInternalEnergy >( subRegion, solidInternalEnergyName ); + solidInternalEnergyMaterial.saveConvergedState(); + + updateEnergy( subRegion ); + } ); +} + void SinglePhaseBase::implicitStepSetup( real64 const & GEOS_UNUSED_PARAM( time_n ), real64 const & GEOS_UNUSED_PARAM( dt ), DomainPartition & domain ) @@ -707,8 +654,8 @@ void SinglePhaseBase::implicitStepSetup( real64 const & GEOS_UNUSED_PARAM( time_ } ); - mesh.getElemManager().forElementSubRegions< FaceElementSubRegion >( regionNames, [&]( localIndex const, - FaceElementSubRegion & subRegion ) + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) { arrayView1d< real64 const > const aper = subRegion.getField< fields::flow::hydraulicAperture >(); arrayView1d< real64 > const aper0 = subRegion.getField< fields::flow::aperture0 >(); @@ -728,6 +675,7 @@ void SinglePhaseBase::implicitStepSetup( real64 const & GEOS_UNUSED_PARAM( time_ fluid.saveConvergedState(); } ); + } ); } @@ -791,8 +739,8 @@ void SinglePhaseBase::implicitStepComplete( real64 const & time, } ); - mesh.getElemManager().forElementSubRegions< FaceElementSubRegion >( regionNames, [&]( localIndex const, - FaceElementSubRegion & subRegion ) + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) { arrayView1d< integer const > const elemGhostRank = subRegion.ghostRank(); arrayView1d< real64 const > const volume = subRegion.getElementVolume(); @@ -817,7 +765,6 @@ void SinglePhaseBase::implicitStepComplete( real64 const & time, } } ); } ); - } ); } diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.hpp index bf1cd19ead..db72beaa75 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -335,10 +335,14 @@ class SinglePhaseBase : public FlowSolverBase virtual void initializePostInitialConditionsPreSubGroups() override; + virtual void initializeFluidState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) override; + + virtual void initializeThermalState( MeshLevel & mesh, arrayView1d< string const > const & regionNames ) override; + /** * @brief Compute the hydrostatic equilibrium using the compositions and temperature input tables */ - void computeHydrostaticEquilibrium(); + virtual void computeHydrostaticEquilibrium( DomainPartition & domain ) override; /** * @brief Update the cell-wise pressure gradient diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp index 8b3f80b95c..b68848e634 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.cpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.cpp index b87ce6bcf7..cc9cdc6aaf 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,8 +33,6 @@ #include "fieldSpecification/AquiferBoundaryCondition.hpp" #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp" -#include "physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp" -#include "physicsSolvers/fluidFlow/kernels/singlePhase/ThermalAccumulationKernels.hpp" #include "physicsSolvers/fluidFlow/kernels/singlePhase/ResidualNormKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/singlePhase/ThermalFluxComputeKernel.hpp" diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.hpp index b93ce7e6b3..49926bcf5a 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.cpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.cpp index 233eb1d136..e0b9732cec 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.hpp index a1ae07fb5b..7a804ccf7e 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseHybridFVM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.cpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.cpp index 0a5ccd5d41..d5273602f5 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.hpp index ab07e60f9a..f8d2e5c9a0 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseProppantBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.cpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.cpp index fca8f4cfc9..26ed404707 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.hpp index 99d5c57f9d..b7f279c239 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SinglePhaseStatistics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.cpp b/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.cpp index 9667e4270f..6c8a1e36cb 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.hpp b/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.hpp index 2be2995f0a..43dad5d1c3 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/SourceFluxStatistics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/StencilAccessors.hpp b/src/coreComponents/physicsSolvers/fluidFlow/StencilAccessors.hpp index 59f0215a0d..7b27c5f178 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/StencilAccessors.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/StencilAccessors.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.cpp b/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.cpp index dcd795ec3e..4b0adc25b2 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.hpp b/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.hpp index c7685f8706..b1453803f0 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/StencilDataCollection.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/HybridFVMHelperKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/HybridFVMHelperKernels.hpp index c3eb3805be..6e4c9d69e2 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/HybridFVMHelperKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/HybridFVMHelperKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/MinPoreVolumeMaxPorosityKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/MinPoreVolumeMaxPorosityKernel.hpp index 6d930e5d59..9add06e9a2 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/MinPoreVolumeMaxPorosityKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/MinPoreVolumeMaxPorosityKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/StencilWeightsUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/StencilWeightsUpdateKernel.hpp index d61b9d379d..d8fd200dcb 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/StencilWeightsUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/StencilWeightsUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp index f749853ad6..c88ec50744 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.cpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.cpp index 36ea1aa322..9d107531c4 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.hpp index b1729589b3..fd97385586 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/AquiferBCKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/C1PPUPhaseFlux.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/C1PPUPhaseFlux.hpp index a254aa9f97..6b31d7b916 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/C1PPUPhaseFlux.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/C1PPUPhaseFlux.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -79,6 +79,7 @@ struct C1PPUPhaseFlux compute( integer const numPhase, integer const ip, integer const hasCapPressure, + integer const useNewGravity, localIndex const ( &seri )[numFluxSupportPoints], localIndex const ( &sesri )[numFluxSupportPoints], localIndex const ( &sei )[numFluxSupportPoints], @@ -110,7 +111,7 @@ struct C1PPUPhaseFlux real64 dPresGrad_dC[numFluxSupportPoints][numComp]{}; real64 dGravHead_dP[numFluxSupportPoints]{}; real64 dGravHead_dC[numFluxSupportPoints][numComp]{}; - PotGrad::compute< numComp, numFluxSupportPoints >( numPhase, ip, hasCapPressure, seri, sesri, sei, trans, dTrans_dPres, pres, + PotGrad::compute< numComp, numFluxSupportPoints >( numPhase, ip, hasCapPressure, useNewGravity, seri, sesri, sei, trans, dTrans_dPres, pres, gravCoef, phaseVolFrac, dPhaseVolFrac, dCompFrac_dCompDens, phaseMassDens, dPhaseMassDens, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, potGrad, dPresGrad_dP, dPresGrad_dC, dGravHead_dP, dGravHead_dC ); diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.cpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.cpp index b416573af0..0b34792763 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,6 +22,7 @@ #include "finiteVolume/SurfaceElementStencil.hpp" #include "finiteVolume/EmbeddedSurfaceToCellStencil.hpp" #include "finiteVolume/FaceElementToCellStencil.hpp" +#include "CFLKernel.hpp" namespace geos { @@ -32,12 +33,13 @@ namespace isothermalCompositionalMultiphaseFVMKernels /******************************** CFLFluxKernel ********************************/ -template< integer NC, localIndex NUM_ELEMS, localIndex maxStencilSize > +template< integer NC > GEOS_HOST_DEVICE inline void CFLFluxKernel:: compute( integer const numPhases, + integer const useNewGravity, localIndex const stencilSize, real64 const dt, arraySlice1d< localIndex const > const seri, @@ -67,27 +69,7 @@ CFLFluxKernel:: real64 gravHead{}; // calculate quantities on primary connected cells - integer denom = 0; - for( localIndex i = 0; i < NUM_ELEMS; ++i ) - { - localIndex const er = seri[i]; - localIndex const esr = sesri[i]; - localIndex const ei = sei[i]; - - bool const phaseExists = (phaseVolFrac[er][esr][ei][ip] > 0); - if( !phaseExists ) - { - continue; - } - - // average density across the face - densMean += phaseMassDens[er][esr][ei][0][ip]; - denom++; - } - if( denom > 1 ) - { - densMean /= denom; - } + calculateMeanDensity( useNewGravity, ip, stencilSize, seri, sesri, sei, phaseVolFrac, phaseMassDens, densMean ); //***** calculation of phase volumetric flux ***** @@ -138,10 +120,43 @@ CFLFluxKernel:: } } -template< integer NC, typename STENCILWRAPPER_TYPE > +GEOS_HOST_DEVICE +inline void -CFLFluxKernel:: +CFLFluxKernel::calculateMeanDensity( integer const useNewGravity, integer const ip, localIndex const stencilSize, + arraySlice1d< localIndex const > const seri, + arraySlice1d< localIndex const > const sesri, + arraySlice1d< localIndex const > const sei, + ElementViewConst< arrayView2d< real64 const, compflow::USD_PHASE > > const & phaseVolFrac, + ElementViewConst< arrayView3d< real64 const, multifluid::USD_PHASE > > const & phaseMassDens, + real64 & densMean ) +{ + integer denom = 0; + for( localIndex i = 0; i < stencilSize; ++i ) + { + localIndex const er = seri[i]; + localIndex const esr = sesri[i]; + localIndex const ei = sei[i]; + + bool const phaseExists = (phaseVolFrac[er][esr][ei][ip] > 0); + if( useNewGravity && !phaseExists ) + { + continue; + } + + // average density across the face + densMean += phaseMassDens[er][esr][ei][0][ip]; + denom++; + } + if( denom > 1 ) + { + densMean /= denom; + } +} +template< integer NC, typename STENCILWRAPPER_TYPE > +void CFLFluxKernel:: launch( integer const numPhases, + integer const useNewGravity, real64 const dt, STENCILWRAPPER_TYPE const & stencilWrapper, ElementViewConst< arrayView1d< real64 const > > const & pres, @@ -161,9 +176,6 @@ CFLFluxKernel:: typename STENCILWRAPPER_TYPE::IndexContainerViewConstType const & sesri = stencilWrapper.getElementSubRegionIndices(); typename STENCILWRAPPER_TYPE::IndexContainerViewConstType const & sei = stencilWrapper.getElementIndices(); - localIndex constexpr numElems = STENCILWRAPPER_TYPE::maxNumPointsInFlux; - localIndex constexpr maxStencilSize = STENCILWRAPPER_TYPE::maxStencilSize; - forAll< parallelDevicePolicy<> >( stencilWrapper.size(), [=] GEOS_HOST_DEVICE ( localIndex const iconn ) { // compute transmissibility @@ -176,23 +188,24 @@ CFLFluxKernel:: transmissibility, dTrans_dPres ); - CFLFluxKernel::compute< NC, numElems, maxStencilSize >( numPhases, - sei[iconn].size(), - dt, - seri[iconn], - sesri[iconn], - sei[iconn], - transmissibility[0], - pres, - gravCoef, - phaseVolFrac, - phaseRelPerm, - phaseVisc, - phaseDens, - phaseMassDens, - phaseCompFrac, - phaseOutflux, - compOutflux ); + CFLFluxKernel::compute< NC >( numPhases, + useNewGravity, + sei[iconn].size(), + dt, + seri[iconn], + sesri[iconn], + sei[iconn], + transmissibility[0], + pres, + gravCoef, + phaseVolFrac, + phaseRelPerm, + phaseVisc, + phaseDens, + phaseMassDens, + phaseCompFrac, + phaseOutflux, + compOutflux ); } ); } @@ -200,6 +213,7 @@ CFLFluxKernel:: template \ void CFLFluxKernel:: \ launch< NC, STENCILWRAPPER_TYPE >( integer const numPhases, \ + integer const useNewGravity, \ real64 const dt, \ STENCILWRAPPER_TYPE const & stencil, \ ElementViewConst< arrayView1d< real64 const > > const & pres, \ diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.hpp index 8449d57e43..a13c9170bc 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CFLKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -23,6 +23,7 @@ #include "common/DataLayouts.hpp" #include "common/DataTypes.hpp" #include "common/GEOS_RAJA_Interface.hpp" +#include "constitutive/fluid/multifluid/Layouts.hpp" #include "constitutive/fluid/multifluid/MultiFluidBase.hpp" #include "constitutive/fluid/multifluid/MultiFluidFields.hpp" #include "constitutive/permeability/PermeabilityBase.hpp" @@ -83,11 +84,10 @@ struct CFLFluxKernel using RelPermAccessors = StencilMaterialAccessors< constitutive::RelativePermeabilityBase, fields::relperm::phaseRelPerm >; - template< integer NC, localIndex NUM_ELEMS, localIndex maxStencilSize > - GEOS_HOST_DEVICE - inline - static void + template< integer NC > + GEOS_HOST_DEVICE inline static void compute( integer const numPhases, + integer const useNewGravity, localIndex const stencilSize, real64 const dt, arraySlice1d< localIndex const > const seri, @@ -105,9 +105,19 @@ struct CFLFluxKernel ElementView< arrayView2d< real64, compflow::USD_PHASE > > const & phaseOutflux, ElementView< arrayView2d< real64, compflow::USD_COMP > > const & compOutflux ); + GEOS_HOST_DEVICE inline static void + calculateMeanDensity( integer const useNewGravity, integer const ip, localIndex const stencilSize, + arraySlice1d< localIndex const > const seri, + arraySlice1d< localIndex const > const sesri, + arraySlice1d< localIndex const > const sei, + ElementViewConst< arrayView2d< real64 const, compflow::USD_PHASE > > const & phaseVolFrac, + ElementViewConst< arrayView3d< real64 const, constitutive::multifluid::USD_PHASE > > const & phaseMassDens, + real64 & densMean ); + template< integer NC, typename STENCILWRAPPER_TYPE > static void launch( integer const numPhases, + integer const useNewGravity, real64 const dt, STENCILWRAPPER_TYPE const & stencil, ElementViewConst< arrayView1d< real64 const > > const & pres, diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CapillaryPressureUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CapillaryPressureUpdateKernel.hpp index 7842c85918..2d182b515c 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CapillaryPressureUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CapillaryPressureUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.cpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.cpp index 4e698041b4..e5ac3d7e7b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.hpp index c388cad6da..dac73b0a0a 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/CompositionalMultiphaseHybridFVMKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,7 +33,6 @@ #include "physicsSolvers/PhysicsSolverBaseKernels.hpp" #include "physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp" #include "physicsSolvers/fluidFlow/StencilAccessors.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/PropertyKernelBase.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/KernelLaunchSelectors.hpp" diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DiffusionDispersionFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DiffusionDispersionFluxComputeKernel.hpp index ac5ab4265d..f4293d5f83 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DiffusionDispersionFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DiffusionDispersionFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,7 +33,6 @@ #include "mesh/ElementRegionManager.hpp" #include "physicsSolvers/fluidFlow/CompositionalMultiphaseUtilities.hpp" #include "physicsSolvers/fluidFlow/StencilAccessors.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/KernelLaunchSelectors.hpp" namespace geos { diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DirichletFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DirichletFluxComputeKernel.hpp index 420d8538f1..a4b00cf818 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DirichletFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DirichletFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DissipationFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DissipationFluxComputeKernel.hpp index 1b4183c8c1..3d09e878fb 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DissipationFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/DissipationFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -185,6 +185,7 @@ class FluxComputeKernel : public isothermalCompositionalMultiphaseFVMKernels::Fl // // We use the lambda below (called **inside** the phase loop of the base computeFlux) to compute dissipation terms Base::computeFlux( iconn, stack, [&] ( integer const ip, + integer const GEOS_UNUSED_PARAM( useNewGravity ), localIndex const (&k)[2], localIndex const (&seri)[2], localIndex const (&sesri)[2], diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluidUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluidUpdateKernel.hpp index 9389da529d..f8483ce94c 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluidUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluidUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernel.hpp index d28ecf41b4..83af007a79 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -277,6 +277,7 @@ class FluxComputeKernel : public FluxComputeKernelBase ( m_numPhases, ip, m_kernelFlags.isSet( KernelFlags::CapPressure ), + m_kernelFlags.isSet( KernelFlags::NewGravity ), seri, sesri, sei, trans, dTrans_dPres, @@ -303,6 +304,7 @@ class FluxComputeKernel : public FluxComputeKernelBase ( m_numPhases, ip, m_kernelFlags.isSet( KernelFlags::CapPressure ), + m_kernelFlags.isSet( KernelFlags::NewGravity ), seri, sesri, sei, trans, dTrans_dPres, @@ -329,6 +331,7 @@ class FluxComputeKernel : public FluxComputeKernelBase ( m_numPhases, ip, m_kernelFlags.isSet( KernelFlags::CapPressure ), + m_kernelFlags.isSet( KernelFlags::NewGravity ), seri, sesri, sei, trans, dTrans_dPres, @@ -352,7 +355,8 @@ class FluxComputeKernel : public FluxComputeKernelBase // call the lambda in the phase loop to allow the reuse of the phase fluxes and their derivatives // possible use: assemble the derivatives wrt temperature, and the flux term of the energy equation for this phase - compFluxKernelOp( ip, k, seri, sesri, sei, connectionIndex, + compFluxKernelOp( ip, m_kernelFlags.isSet( KernelFlags::NewGravity ), + k, seri, sesri, sei, connectionIndex, k_up, seri[k_up], sesri[k_up], sei[k_up], potGrad, phaseFlux, dPhaseFlux_dP, dPhaseFlux_dC ); @@ -525,6 +529,7 @@ class FluxComputeKernelFactory string const & dofKey, integer const hasCapPressure, integer const useTotalMassEquation, + integer const useNewGravity, UpwindingParameters upwindingParams, string const & solverName, ElementRegionManager const & elemManager, @@ -547,6 +552,8 @@ class FluxComputeKernelFactory kernelFlags.set( KernelFlags::CapPressure ); if( useTotalMassEquation ) kernelFlags.set( KernelFlags::TotalMassEquation ); + if( useNewGravity ) + kernelFlags.set( KernelFlags::NewGravity ); if( upwindingParams.upwindingScheme == UpwindingScheme::C1PPU && isothermalCompositionalMultiphaseFVMKernelUtilities::epsC1PPU > 0 ) kernelFlags.set( KernelFlags::C1PPU ); diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.cpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.cpp index f3f33c92d6..a5a01550c5 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.hpp index f36124d6ed..ff96044c99 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/FluxComputeKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -47,12 +47,13 @@ enum class KernelFlags CapPressure = 1 << 0, // 1 /// Flag indicating whether total mass equation is formed or not TotalMassEquation = 1 << 1, // 2 + /// Flag indicating whether new gravity treatment is used or not + NewGravity = 1 << 2, // 4 /// Flag indicating whether C1-PPU is used or not - C1PPU = 1 << 2, // 4 + C1PPU = 1 << 3, // 8 /// Flag indicating whether IHU is used or not - IHU = 1 << 3 // 8 + IHU = 1 << 4 // 16 /// Add more flags like that if needed: - // Flag5 = 1 << 4, // 16 // Flag6 = 1 << 5, // 32 // Flag7 = 1 << 6, // 64 // Flag8 = 1 << 7 //128 diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/GlobalComponentFractionKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/GlobalComponentFractionKernel.hpp index e8d53a625b..c5317e3a65 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/GlobalComponentFractionKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/GlobalComponentFractionKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/HydrostaticPressureKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/HydrostaticPressureKernel.hpp index 65b6bde636..a3495e46a9 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/HydrostaticPressureKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/HydrostaticPressureKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/IHUPhaseFlux.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/IHUPhaseFlux.hpp index ec9b3c5578..98ee6989a1 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/IHUPhaseFlux.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/IHUPhaseFlux.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -65,7 +65,7 @@ upwindMobilityViscous( localIndex const numPhase, ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, localIndex & upwindDir, real64 & mobility, real64( &dMobility_dP), @@ -99,7 +99,7 @@ upwindMobilityViscous( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, upwindDir ); localIndex const er_up = seri[upwindDir]; @@ -139,7 +139,8 @@ upwindMobilityGravity( localIndex const numPhase, ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, + integer const useNewGravity, localIndex & upwindDir, real64 & mobility, real64( &dMobility_dP), @@ -174,7 +175,8 @@ upwindMobilityGravity( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, + useNewGravity, upwindDir ); localIndex const er_up = seri[upwindDir]; @@ -213,7 +215,7 @@ upwindMobilityCapillary( localIndex const numPhase, ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, localIndex & upwindDir, real64 & mobility, real64( &dMobility_dP), @@ -247,7 +249,7 @@ upwindMobilityCapillary( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, upwindDir ); localIndex const er_up = seri[upwindDir]; @@ -290,7 +292,7 @@ computeFractionalFlowViscous( localIndex const numPhase, ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, localIndex & k_up_main, real64 & fractionalFlow, real64 ( & dFractionalFlow_dP)[numFluxSupportPoints], @@ -341,7 +343,7 @@ computeFractionalFlowViscous( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, k_up, mob, dMob_dP, @@ -405,7 +407,8 @@ computeFractionalFlowGravity( localIndex const numPhase, ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, + integer const useNewGravity, localIndex & k_up_main, real64 & fractionalFlow, real64 ( & dFractionalFlow_dP)[numFluxSupportPoints], @@ -455,7 +458,8 @@ computeFractionalFlowGravity( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, + useNewGravity, k_up, mob, dMob_dP, @@ -517,7 +521,7 @@ computeFractionalFlowCapillary( localIndex const numPhase, ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, localIndex & k_up_main, real64 & fractionalFlow, real64 ( & dFractionalFlow_dP)[numFluxSupportPoints], @@ -565,7 +569,7 @@ computeFractionalFlowCapillary( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, k_up, mob, dMob_dP, @@ -658,6 +662,7 @@ struct computePotentialGravity GEOS_HOST_DEVICE static void compute( localIndex const GEOS_UNUSED_PARAM( numPhase ), localIndex const ip, + integer const useNewGravity, localIndex const (&seri)[numFluxSupportPoints], localIndex const (&sesri)[numFluxSupportPoints], localIndex const (&sei)[numFluxSupportPoints], @@ -697,7 +702,46 @@ struct computePotentialGravity } } - //inner loop to get average density + calculateMeanDensity( useNewGravity, ip, seri, sesri, sei, phaseVolFrac, dCompFrac_dCompDens, phaseMassDens, dPhaseMassDens, dProp_dComp, + densMean, dDensMean_dPres, dDensMean_dComp ); + + // compute potential difference MPFA-style + for( localIndex i = 0; i < numFluxSupportPoints; ++i ) + { + localIndex const er = seri[i]; + localIndex const esr = sesri[i]; + localIndex const ei = sei[i]; + + real64 const gravD = transmissibility[i] * gravCoef[er][esr][ei]; + real64 const dGravD_dP = dTrans_dPres[i] * gravCoef[er][esr][ei]; + pot += densMean * gravD; + + // need to add contributions from both cells the mean density depends on + for( localIndex j = 0; j < numFluxSupportPoints; ++j ) + { + dPot_dPres[j] += dDensMean_dPres[j] * gravD + densMean * dGravD_dP; + for( localIndex jc = 0; jc < numComp; ++jc ) + { + dPot_dComp[j][jc] += dDensMean_dComp[j][jc] * gravD; + } + } + } + } + + template< localIndex numComp, localIndex numFluxSupportPoints > + GEOS_HOST_DEVICE + static void calculateMeanDensity( integer const useNewGravity, + localIndex const ip, + localIndex const (&seri)[numFluxSupportPoints], + localIndex const (&sesri)[numFluxSupportPoints], + localIndex const (&sei)[numFluxSupportPoints], + ElementViewConst< arrayView2d< real64 const, compflow::USD_PHASE > > const & phaseVolFrac, + ElementViewConst< arrayView3d< real64 const, compflow::USD_COMP_DC > > const & dCompFrac_dCompDens, + ElementViewConst< arrayView3d< real64 const, constitutive::multifluid::USD_PHASE > > const & phaseMassDens, + ElementViewConst< arrayView4d< real64 const, constitutive::multifluid::USD_PHASE_DC > > const & dPhaseMassDens, + real64 (& dProp_dComp)[numComp], + real64 & densMean, real64 (& dDensMean_dPres)[numFluxSupportPoints], real64 (& dDensMean_dComp)[numFluxSupportPoints][numComp] ) + { integer denom = 0; for( localIndex i = 0; i < numFluxSupportPoints; ++i ) { @@ -706,7 +750,7 @@ struct computePotentialGravity localIndex const ei = sei[i]; bool const phaseExists = (phaseVolFrac[er][esr][ei][ip] > 0); - if( !phaseExists ) + if( useNewGravity && !phaseExists ) { continue; } @@ -742,29 +786,6 @@ struct computePotentialGravity } } } - - // compute potential difference MPFA-style - for( localIndex i = 0; i < numFluxSupportPoints; ++i ) - { - localIndex const er = seri[i]; - localIndex const esr = sesri[i]; - localIndex const ei = sei[i]; - - real64 const gravD = transmissibility[i] * gravCoef[er][esr][ei]; - real64 const dGravD_dP = dTrans_dPres[i] * gravCoef[er][esr][ei]; - pot += densMean * gravD; - - // need to add contributions from both cells the mean density depends on - for( localIndex j = 0; j < numFluxSupportPoints; ++j ) - { - dPot_dPres[j] += dDensMean_dPres[j] * gravD + densMean * dGravD_dP; - for( localIndex jc = 0; jc < numComp; ++jc ) - { - dPot_dComp[j][jc] += dDensMean_dComp[j][jc] * gravD; - } - } - } - } }; @@ -856,7 +877,8 @@ static void computePotentialFluxesGravity( localIndex const numPhase, ElementViewConst< arrayView4d< real64 const, constitutive::multifluid::USD_PHASE_DC > > const & dPhaseMassDens, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - localIndex const capPressureFlag, + localIndex const hasCapPressure, + integer const useNewGravity, localIndex( &k_up), localIndex (&k_up_o), real64 & phaseFlux, @@ -876,6 +898,7 @@ static void computePotentialFluxesGravity( localIndex const numPhase, // UpwindHelpers::computePotentialGravity::compute< numComp, numFluxSupportPoints >( numPhase, ip, + useNewGravity, seri, sesri, sei, @@ -920,7 +943,8 @@ static void computePotentialFluxesGravity( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, + useNewGravity, k_up, fflow, dFflow_dP, @@ -940,6 +964,7 @@ static void computePotentialFluxesGravity( localIndex const numPhase, //Fetch pot for phase j!=i defined as \rho_j g dz/dx UpwindHelpers::computePotentialGravity::compute< numComp, numFluxSupportPoints >( numPhase, jp, + useNewGravity, seri, sesri, sei, @@ -986,7 +1011,8 @@ static void computePotentialFluxesGravity( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, + useNewGravity, k_up_o, mobOther, dMobOther_dP, @@ -1049,7 +1075,7 @@ static void computePotentialFluxesCapillary( localIndex const numPhase, ElementViewConst< arrayView4d< real64 const, constitutive::multifluid::USD_PHASE_DC > > const & dPhaseMassDens, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - localIndex const capPressureFlag, + localIndex const hasCapPressure, localIndex( &k_up), localIndex (&k_up_o), real64 & phaseFlux, @@ -1110,7 +1136,7 @@ static void computePotentialFluxesCapillary( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, k_up, fflow, dFflow_dP, @@ -1174,7 +1200,7 @@ static void computePotentialFluxesCapillary( localIndex const numPhase, dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, k_up_o, mobOther, dMobOther_dP, @@ -1261,7 +1287,7 @@ class UpwindScheme ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, localIndex & upwindDir ) { @@ -1286,7 +1312,7 @@ class UpwindScheme dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, pot ); //all definition has been changed to fit pot>0 => first cell is upstream @@ -1314,7 +1340,8 @@ class UpwindScheme ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, + integer const useNewGravity, localIndex & upwindDir ) { @@ -1340,7 +1367,8 @@ class UpwindScheme dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, + useNewGravity, pot ); //all definition has been changed to fit pot>0 => first cell is upstream @@ -1368,7 +1396,7 @@ class UpwindScheme ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const capPressureFlag, + integer const hasCapPressure, localIndex & upwindDir ) { @@ -1393,7 +1421,7 @@ class UpwindScheme dPhaseVolFrac, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, - capPressureFlag, + hasCapPressure, pot ); //all definition has been changed to fit pot>0 => first cell is upstream @@ -1486,7 +1514,7 @@ class HybridUpwind : public UpwindScheme ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const GEOS_UNUSED_PARAM( capPressureFlag ), + integer const GEOS_UNUSED_PARAM( hasCapPressure ), real64 & potential ) { @@ -1538,7 +1566,8 @@ class HybridUpwind : public UpwindScheme ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const GEOS_UNUSED_PARAM( capPressureFlag ), + integer const GEOS_UNUSED_PARAM( hasCapPressure ), + integer const useNewGravity, real64 & potential ) { @@ -1558,6 +1587,7 @@ class HybridUpwind : public UpwindScheme UpwindHelpers::computePotentialGravity::compute< numComp, numFluxSupportPoints >( numPhase, ipp, + useNewGravity, seri, sesri, sei, @@ -1602,7 +1632,7 @@ class HybridUpwind : public UpwindScheme ElementViewConst< arrayView3d< real64 const, compflow::USD_PHASE_DC > > const & dPhaseVolFrac, ElementViewConst< arrayView3d< real64 const, constitutive::cappres::USD_CAPPRES > > const & phaseCapPressure, ElementViewConst< arrayView4d< real64 const, constitutive::cappres::USD_CAPPRES_DS > > const & dPhaseCapPressure_dPhaseVolFrac, - integer const GEOS_UNUSED_PARAM( capPressureFlag ), + integer const GEOS_UNUSED_PARAM( hasCapPressure ), real64 & potential ) { @@ -1685,6 +1715,7 @@ struct IHUPhaseFlux compute( integer const numPhase, integer const ip, integer const hasCapPressure, + integer const useNewGravity, localIndex const ( &seri )[numFluxSupportPoints], localIndex const ( &sesri )[numFluxSupportPoints], localIndex const ( &sei )[numFluxSupportPoints], @@ -1732,7 +1763,7 @@ struct IHUPhaseFlux for( integer jp = 0; jp < numPhase; ++jp ) { - PPUPhaseFlux::compute( numPhase, jp, hasCapPressure, + PPUPhaseFlux::compute( numPhase, jp, hasCapPressure, useNewGravity, seri, sesri, sei, trans, dTrans_dPres, pres, gravCoef, @@ -1886,6 +1917,7 @@ struct IHUPhaseFlux phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, hasCapPressure, + useNewGravity, k_up_g, k_up_og, gravitationalPhaseFlux, diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/KernelLaunchSelectors.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/KernelLaunchSelectors.hpp index 0e7b2b84dc..3e7370f1c6 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/KernelLaunchSelectors.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/KernelLaunchSelectors.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PPUPhaseFlux.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PPUPhaseFlux.hpp index c8ac5256d9..483e8c4c2b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PPUPhaseFlux.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PPUPhaseFlux.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -75,6 +75,7 @@ struct PPUPhaseFlux compute( integer const numPhase, integer const ip, integer const hasCapPressure, + integer const useNewGravity, localIndex const ( &seri )[numFluxSupportPoints], localIndex const ( &sesri )[numFluxSupportPoints], localIndex const ( &sei )[numFluxSupportPoints], @@ -106,7 +107,7 @@ struct PPUPhaseFlux real64 dPresGrad_dC[numFluxSupportPoints][numComp]{}; real64 dGravHead_dP[numFluxSupportPoints]{}; real64 dGravHead_dC[numFluxSupportPoints][numComp]{}; - PotGrad::compute< numComp, numFluxSupportPoints >( numPhase, ip, hasCapPressure, seri, sesri, sei, trans, dTrans_dPres, pres, + PotGrad::compute< numComp, numFluxSupportPoints >( numPhase, ip, hasCapPressure, useNewGravity, seri, sesri, sei, trans, dTrans_dPres, pres, gravCoef, phaseVolFrac, dPhaseVolFrac, dCompFrac_dCompDens, phaseMassDens, dPhaseMassDens, phaseCapPressure, dPhaseCapPressure_dPhaseVolFrac, potGrad, dPresGrad_dP, dPresGrad_dC, dGravHead_dP, dGravHead_dC ); diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseComponentFlux.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseComponentFlux.hpp index 812cc19eb3..3d7f1cba38 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseComponentFlux.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseComponentFlux.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseMobilityKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseMobilityKernel.hpp index 1886cdbe4f..7eb1f79ab2 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseMobilityKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseMobilityKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseVolumeFractionKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseVolumeFractionKernel.hpp index 875bfe07c8..a693ba124e 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseVolumeFractionKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PhaseVolumeFractionKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PotGrad.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PotGrad.hpp index 14f702792d..2b4522343e 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PotGrad.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PotGrad.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -46,6 +46,7 @@ struct PotGrad compute ( integer const numPhase, integer const ip, integer const hasCapPressure, + integer const useNewGravity, localIndex const ( &seri )[numFluxSupportPoints], localIndex const ( &sesri )[numFluxSupportPoints], localIndex const ( &sei )[numFluxSupportPoints], @@ -87,53 +88,7 @@ struct PotGrad real64 gravHead = 0.0; real64 dCapPressure_dC[numComp]{}; - real64 dProp_dC[numComp]{}; - - // calculate quantities on primary connected cells - integer denom = 0; - for( integer i = 0; i < numFluxSupportPoints; ++i ) - { - localIndex const er = seri[i]; - localIndex const esr = sesri[i]; - localIndex const ei = sei[i]; - - bool const phaseExists = (phaseVolFrac[er][esr][ei][ip] > 0); - if( !phaseExists ) - { - continue; - } - - // density - real64 const density = phaseMassDens[er][esr][ei][0][ip]; - real64 const dDens_dP = dPhaseMassDens[er][esr][ei][0][ip][Deriv::dP]; - - applyChainRule( numComp, - dCompFrac_dCompDens[er][esr][ei], - dPhaseMassDens[er][esr][ei][0][ip], - dProp_dC, - Deriv::dC ); - - // average density and derivatives - densMean += density; - dDensMean_dP[i] = dDens_dP; - for( integer jc = 0; jc < numComp; ++jc ) - { - dDensMean_dC[i][jc] = dProp_dC[jc]; - } - denom++; - } - if( denom > 1 ) - { - densMean /= denom; - for( integer i = 0; i < numFluxSupportPoints; ++i ) - { - dDensMean_dP[i] /= denom; - for( integer jc = 0; jc < numComp; ++jc ) - { - dDensMean_dC[i][jc] /= denom; - } - } - } + calculateMeanDensity( useNewGravity, ip, seri, sesri, sei, phaseVolFrac, dCompFrac_dCompDens, phaseMassDens, dPhaseMassDens, densMean, dDensMean_dP, dDensMean_dC ); /// compute the TPFA potential difference for( integer i = 0; i < numFluxSupportPoints; i++ ) @@ -199,6 +154,68 @@ struct PotGrad } + template< integer numComp, integer numFluxSupportPoints > + GEOS_HOST_DEVICE + static void + calculateMeanDensity( integer const useNewGravity, + integer const ip, + localIndex const ( &seri )[numFluxSupportPoints], + localIndex const ( &sesri )[numFluxSupportPoints], + localIndex const ( &sei )[numFluxSupportPoints], + ElementViewConst< arrayView2d< real64 const, compflow::USD_PHASE > > const & phaseVolFrac, + ElementViewConst< arrayView3d< real64 const, compflow::USD_COMP_DC > > const & dCompFrac_dCompDens, + ElementViewConst< arrayView3d< real64 const, constitutive::multifluid::USD_PHASE > > const & phaseMassDens, + ElementViewConst< arrayView4d< real64 const, constitutive::multifluid::USD_PHASE_DC > > const & dPhaseMassDens, + real64 & densMean, real64 ( & dDensMean_dP)[numFluxSupportPoints], real64 ( & dDensMean_dC )[numFluxSupportPoints][numComp] ) + { + real64 dDens_dC[numComp]{}; + + integer denom = 0; + for( integer i = 0; i < numFluxSupportPoints; ++i ) + { + localIndex const er = seri[i]; + localIndex const esr = sesri[i]; + localIndex const ei = sei[i]; + + bool const phaseExists = (phaseVolFrac[er][esr][ei][ip] > 0); + if( useNewGravity && !phaseExists ) + { + continue; + } + + // density + real64 const density = phaseMassDens[er][esr][ei][0][ip]; + real64 const dDens_dP = dPhaseMassDens[er][esr][ei][0][ip][Deriv::dP]; + + applyChainRule( numComp, + dCompFrac_dCompDens[er][esr][ei], + dPhaseMassDens[er][esr][ei][0][ip], + dDens_dC, + Deriv::dC ); + + // average density and derivatives + densMean += density; + dDensMean_dP[i] = dDens_dP; + for( integer jc = 0; jc < numComp; ++jc ) + { + dDensMean_dC[i][jc] = dDens_dC[jc]; + } + denom++; + } + if( denom > 1 ) + { + densMean /= denom; + for( integer i = 0; i < numFluxSupportPoints; ++i ) + { + dDensMean_dP[i] /= denom; + for( integer jc = 0; jc < numComp; ++jc ) + { + dDensMean_dC[i][jc] /= denom; + } + } + } + } + }; } // namespace isothermalCompositionalMultiPhaseFVMKernelUtilities diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PropertyKernelBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PropertyKernelBase.hpp index 4390ad8a34..ff312c4015 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PropertyKernelBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/PropertyKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ReactiveCompositionalMultiphaseOBLKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ReactiveCompositionalMultiphaseOBLKernels.hpp index bc76898511..c07fb716b9 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ReactiveCompositionalMultiphaseOBLKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ReactiveCompositionalMultiphaseOBLKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -606,7 +606,7 @@ class FluxComputeKernelBase static constexpr real64 secondsToDaysMult = 1.0 / (60 * 60 * 24); - // transmissibility in DARTS is the same as in Eclipse (Metric): + // transmissibility in DARTS is Metric: // T = c * (k * A) / d, where c is Darcy constant, k is permeability [mD], A is area [m2] and d is distance [m] // Darcy constant takes care of unit translation (from SI to Metric), it includes conversion of [s]->[day], [cp->Pa * s], [Pa]->[bar] and // [mD->m2]: diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/RelativePermeabilityUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/RelativePermeabilityUpdateKernel.hpp index 7706d28b67..05da6a151f 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/RelativePermeabilityUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/RelativePermeabilityUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ResidualNormKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ResidualNormKernel.hpp index b5d4d8c0ae..3b41be7145 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ResidualNormKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ResidualNormKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolidInternalEnergyUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolidInternalEnergyUpdateKernel.hpp index 67a37d8128..5c534fcc15 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolidInternalEnergyUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolidInternalEnergyUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp index 63b5975dd7..5cbf59b932 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingAndCheckingKernelBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingAndCheckingKernelBase.hpp index ff03cf15f7..14abec8e0b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingAndCheckingKernelBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingAndCheckingKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp index 3158d2f753..316859e9de 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -21,6 +21,7 @@ #define GEOS_PHYSICSSOLVERS_FLUIDFLOW_COMPOSITIONAL_SOLUTIONSCALINGKERNEL_HPP #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingAndCheckingKernelBase.hpp" +#include "physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp" #include "physicsSolvers/fluidFlow/CompositionalMultiphaseFVM.hpp" namespace geos @@ -106,24 +107,33 @@ class SolutionScalingKernel : public SolutionScalingAndCheckingKernelBase< real6 StackVariables( real64 _localMinVal, real64 _localMaxDeltaPres, + localIndex _localMaxDeltaPresLoc, real64 _localMaxDeltaTemp, + localIndex _localMaxDeltaTempLoc, real64 _localMaxDeltaCompDens, + localIndex _localMaxDeltaCompDensLoc, real64 _localMinPresScalingFactor, real64 _localMinTempScalingFactor, real64 _localMinCompDensScalingFactor ) : Base::StackVariables( _localMinVal ), localMaxDeltaPres( _localMaxDeltaPres ), + localMaxDeltaPresLoc( _localMaxDeltaPresLoc ), localMaxDeltaTemp( _localMaxDeltaTemp ), + localMaxDeltaTempLoc( _localMaxDeltaTempLoc ), localMaxDeltaCompDens( _localMaxDeltaCompDens ), + localMaxDeltaCompDensLoc( _localMaxDeltaCompDensLoc ), localMinPresScalingFactor( _localMinPresScalingFactor ), localMinTempScalingFactor( _localMinTempScalingFactor ), localMinCompDensScalingFactor( _localMinCompDensScalingFactor ) { } real64 localMaxDeltaPres; + localIndex localMaxDeltaPresLoc; real64 localMaxDeltaTemp; + localIndex localMaxDeltaTempLoc; real64 localMaxDeltaCompDens; + localIndex localMaxDeltaCompDensLoc; real64 localMinPresScalingFactor; real64 localMinTempScalingFactor; @@ -145,9 +155,9 @@ class SolutionScalingKernel : public SolutionScalingAndCheckingKernelBase< real6 { RAJA::ReduceMin< ReducePolicy< POLICY >, real64 > globalScalingFactor( 1.0 ); - RAJA::ReduceMax< ReducePolicy< POLICY >, real64 > maxDeltaPres( 0.0 ); - RAJA::ReduceMax< ReducePolicy< POLICY >, real64 > maxDeltaTemp( 0.0 ); - RAJA::ReduceMax< ReducePolicy< POLICY >, real64 > maxDeltaCompDens( 0.0 ); + RAJA::ReduceMaxLoc< ReducePolicy< POLICY >, real64 > maxDeltaPres( std::numeric_limits< real64 >::min(), -1 ); + RAJA::ReduceMaxLoc< ReducePolicy< POLICY >, real64 > maxDeltaTemp( std::numeric_limits< real64 >::min(), -1 ); + RAJA::ReduceMaxLoc< ReducePolicy< POLICY >, real64 > maxDeltaCompDens( std::numeric_limits< real64 >::min(), -1 ); RAJA::ReduceMin< ReducePolicy< POLICY >, real64 > minPresScalingFactor( 1.0 ); RAJA::ReduceMin< ReducePolicy< POLICY >, real64 > minTempScalingFactor( 1.0 ); @@ -166,9 +176,9 @@ class SolutionScalingKernel : public SolutionScalingAndCheckingKernelBase< real6 globalScalingFactor.min( stack.localMinVal ); - maxDeltaPres.max( stack.localMaxDeltaPres ); - maxDeltaTemp.max( stack.localMaxDeltaTemp ); - maxDeltaCompDens.max( stack.localMaxDeltaCompDens ); + maxDeltaPres.maxloc( stack.localMaxDeltaPres, ei ); + maxDeltaTemp.maxloc( stack.localMaxDeltaTemp, ei ); + maxDeltaCompDens.maxloc( stack.localMaxDeltaCompDens, ei ); minPresScalingFactor.min( stack.localMinPresScalingFactor ); minTempScalingFactor.min( stack.localMinTempScalingFactor ); @@ -177,8 +187,11 @@ class SolutionScalingKernel : public SolutionScalingAndCheckingKernelBase< real6 return StackVariables( globalScalingFactor.get(), maxDeltaPres.get(), + maxDeltaPres.getLoc(), maxDeltaTemp.get(), + maxDeltaTemp.getLoc(), maxDeltaCompDens.get(), + maxDeltaCompDens.getLoc(), minPresScalingFactor.get(), minTempScalingFactor.get(), minCompDensScalingFactor.get() ); @@ -191,8 +204,11 @@ class SolutionScalingKernel : public SolutionScalingAndCheckingKernelBase< real6 Base::setup( ei, stack ); stack.localMaxDeltaPres = 0.0; + stack.localMaxDeltaPresLoc = -1; stack.localMaxDeltaTemp = 0.0; + stack.localMaxDeltaTempLoc = -1; stack.localMaxDeltaCompDens = 0.0; + stack.localMaxDeltaCompDensLoc =-1; stack.localMinPresScalingFactor = 1.0; stack.localMinTempScalingFactor = 1.0; diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StabilizedFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StabilizedFluxComputeKernel.hpp index de9e92c8b8..eb679f2942 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StabilizedFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StabilizedFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -193,6 +193,7 @@ class FluxComputeKernel : public isothermalCompositionalMultiphaseFVMKernels::Fl // // We use the lambda below (called **inside** the phase loop of the base computeFlux) to compute stabilization terms Base::computeFlux( iconn, stack, [&] ( integer const ip, + integer const GEOS_UNUSED_PARAM( useNewGravity ), localIndex const (&k)[2], localIndex const (&seri)[2], localIndex const (&sesri)[2], diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StatisticsKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StatisticsKernel.hpp index ae7c91fcc6..af2cec319f 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StatisticsKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/StatisticsKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalAccumulationKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalAccumulationKernel.hpp index 1dcaf7acbe..58d6aa12cf 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalAccumulationKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalAccumulationKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDiffusionDispersionFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDiffusionDispersionFluxComputeKernel.hpp index 9dd607a5d0..957d98bee4 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDiffusionDispersionFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDiffusionDispersionFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDirichletFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDirichletFluxComputeKernel.hpp index edd4df9f19..5df89fc5e3 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDirichletFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalDirichletFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalFluxComputeKernel.hpp index 17395f6232..519b1a538b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -197,6 +197,7 @@ class FluxComputeKernel : public isothermalCompositionalMultiphaseFVMKernels::Fl // such as potGrad, phaseFlux, and the indices of the upwind cell // We use the lambda below (called **inside** the phase loop of the base computeFlux) to access these variables Base::computeFlux( iconn, stack, [&] ( integer const ip, + integer const useNewGravity, localIndex const (&k)[2], localIndex const (&seri)[2], localIndex const (&sesri)[2], @@ -234,7 +235,7 @@ class FluxComputeKernel : public isothermalCompositionalMultiphaseFVMKernels::Fl localIndex const ei = sei[i]; bool const phaseExists = (m_phaseVolFrac[er_up][esr_up][ei_up][ip] > 0); - if( !phaseExists ) + if( useNewGravity && !phaseExists ) { continue; } diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseMobilityKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseMobilityKernel.hpp index f6be6b2cf5..796e59bee3 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseMobilityKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseMobilityKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseVolumeFractionKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseVolumeFractionKernel.hpp index 375fecd1ce..3c4ed036b3 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseVolumeFractionKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalPhaseVolumeFractionKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalResidualNormKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalResidualNormKernel.hpp index 7dbb7bab2f..6b60c11b66 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalResidualNormKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalResidualNormKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionCheckKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionCheckKernel.hpp index 57007c9f67..35c969bb89 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionCheckKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionCheckKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionScalingKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionScalingKernel.hpp index 00af7a5eca..1a4a2b4c78 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionScalingKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionScalingKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp index d7bcb6068f..c2e2845ff7 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AquiferBCKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AquiferBCKernel.hpp index 733a7013ac..c35ec2cfbc 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AquiferBCKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/AquiferBCKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/DirichletFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/DirichletFluxComputeKernel.hpp index e2a3341926..e5c45309b0 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/DirichletFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/DirichletFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluidUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluidUpdateKernel.hpp index 9ee7550c9b..dbf86d9729 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluidUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluidUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernel.hpp index 8083ad1074..05034149bb 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernelBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernelBase.hpp index 5a3896fdd7..15c528a8f6 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernelBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxComputeKernelBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxKernelsHelper.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxKernelsHelper.hpp index 07f81dfd2f..814eb7e623 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxKernelsHelper.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/FluxKernelsHelper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/HydrostaticPressureKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/HydrostaticPressureKernel.hpp index fe08f30983..6a4e5bab26 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/HydrostaticPressureKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/HydrostaticPressureKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/MobilityKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/MobilityKernel.hpp index 22f6470f5f..6f55e13e54 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/MobilityKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/MobilityKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ResidualNormKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ResidualNormKernel.hpp index f88ef04eb9..9360af72ea 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ResidualNormKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ResidualNormKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SinglePhaseHybridFVMKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SinglePhaseHybridFVMKernels.hpp index 13e5eeabfc..2898e11a3a 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SinglePhaseHybridFVMKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SinglePhaseHybridFVMKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -37,7 +37,6 @@ #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp" #include "physicsSolvers/fluidFlow/StencilAccessors.hpp" -#include "physicsSolvers/fluidFlow/kernels/singlePhase/AccumulationKernels.hpp" #include "physicsSolvers/fluidFlow/kernels/HybridFVMHelperKernels.hpp" #include "physicsSolvers/PhysicsSolverBaseKernels.hpp" #include "codingUtilities/Utilities.hpp" diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolidInternalEnergyUpdateKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolidInternalEnergyUpdateKernel.hpp index 4ed3658e56..f1b0942ea1 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolidInternalEnergyUpdateKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolidInternalEnergyUpdateKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionCheckKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionCheckKernel.hpp index 29a22e422f..24529dda83 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionCheckKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionCheckKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionScalingKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionScalingKernel.hpp index 5994d972e3..fe0572da81 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionScalingKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/SolutionScalingKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StabilizedFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StabilizedFluxComputeKernel.hpp index 88d4cc4ce7..02bc73de11 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StabilizedFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StabilizedFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StatisticsKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StatisticsKernel.hpp index 59e0d267dc..c99e4c1797 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StatisticsKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/StatisticsKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalAccumulationKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalAccumulationKernels.hpp index 792558b5b2..2cba35dac4 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalAccumulationKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalAccumulationKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalDirichletFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalDirichletFluxComputeKernel.hpp index 8e6bc1ba8f..5ab2f2959b 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalDirichletFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalDirichletFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalFluxComputeKernel.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalFluxComputeKernel.hpp index cba7c440e0..4dd02b5d35 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalFluxComputeKernel.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/ThermalFluxComputeKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantBaseKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantBaseKernels.hpp index 9e36375b45..f18d8befbf 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantBaseKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantBaseKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.cpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.cpp index 22dec62d10..9843c0fc5a 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.hpp index 69b50bb2f8..19b318c731 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/kernels/singlePhase/proppant/ProppantFluxKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.cpp b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.cpp index 2d5b26f4f3..798286fc9e 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.hpp b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.hpp index 269926e83d..3332d1e6a4 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransport.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportFields.hpp index 7c324a399a..b96b212fe7 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.cpp b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.cpp index c0c1b3b02e..c74004bafb 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.hpp index 89fcbef5c9..f857e3f6bb 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/proppantTransport/ProppantTransportKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.cpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.cpp index 95f59c179e..1f13044d87 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -42,8 +42,6 @@ #include "physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.hpp" #include "physicsSolvers/fluidFlow/wells/kernels/ThermalCompositionalMultiphaseWellKernels.hpp" #include "physicsSolvers/fluidFlow/wells/kernels/PerforationFluxKernels.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/ThermalAccumulationKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/ThermalSolutionScalingKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp" @@ -62,7 +60,6 @@ namespace geos using namespace dataRepository; using namespace constitutive; -using namespace compositionalMultiphaseWellKernels; CompositionalMultiphaseWell::CompositionalMultiphaseWell( const string & name, Group * const parent ) @@ -910,7 +907,8 @@ void CompositionalMultiphaseWell::updateTotalMassDensity( WellElementSubRegion & subRegion, fluid ) : - TotalMassDensityKernelFactory:: + compositionalMultiphaseWellKernels:: + TotalMassDensityKernelFactory:: createAndLaunch< parallelDevicePolicy<> >( m_numComponents, m_numPhases, subRegion, @@ -976,8 +974,10 @@ void CompositionalMultiphaseWell::initializeWells( DomainPartition & domain, rea { ElementRegionManager & elemManager = mesh.getElemManager(); - PresTempCompFracInitializationKernel::CompFlowAccessors resCompFlowAccessors( mesh.getElemManager(), flowSolver.getName() ); - PresTempCompFracInitializationKernel::MultiFluidAccessors resMultiFluidAccessors( mesh.getElemManager(), flowSolver.getName() ); + compositionalMultiphaseWellKernels::PresTempCompFracInitializationKernel::CompFlowAccessors + resCompFlowAccessors( mesh.getElemManager(), flowSolver.getName() ); + compositionalMultiphaseWellKernels::PresTempCompFracInitializationKernel::MultiFluidAccessors + resMultiFluidAccessors( mesh.getElemManager(), flowSolver.getName() ); elemManager.forElementSubRegions< WellElementSubRegion >( regionNames, [&]( localIndex const, @@ -1011,7 +1011,8 @@ void CompositionalMultiphaseWell::initializeWells( DomainPartition & domain, rea // 1) Loop over all perforations to compute an average mixture density and component fraction // 2) Initialize the reference pressure // 3) Estimate the pressures in the well elements using the average density - PresTempCompFracInitializationKernel:: + compositionalMultiphaseWellKernels:: + PresTempCompFracInitializationKernel:: launch( perforationData.size(), subRegion.size(), numComp, @@ -1053,11 +1054,12 @@ void CompositionalMultiphaseWell::initializeWells( DomainPartition & domain, rea wellElemCompFrac ); } ); - CompDensInitializationKernel::launch( subRegion.size(), - numComp, - wellElemCompFrac, - wellElemTotalDens, - wellElemCompDens ); + compositionalMultiphaseWellKernels:: + CompDensInitializationKernel::launch( subRegion.size(), + numComp, + wellElemCompFrac, + wellElemTotalDens, + wellElemCompDens ); // 5) Recompute the pressure-dependent properties updateSubRegionState( subRegion ); @@ -1310,7 +1312,7 @@ CompositionalMultiphaseWell::calculateResidualNorm( real64 const & time_n, else { real64 subRegionResidualNorm[1]{}; - ResidualNormKernelFactory:: + compositionalMultiphaseWellKernels::ResidualNormKernelFactory:: createAndLaunch< parallelDevicePolicy<> >( m_numComponents, numDofPerWellElement(), m_targetPhaseIndex, @@ -1914,24 +1916,25 @@ void CompositionalMultiphaseWell::assemblePressureRelations( real64 const & time bool controlHasSwitched = false; isothermalCompositionalMultiphaseBaseKernels:: - KernelLaunchSelectorCompTherm< PressureRelationKernel >( numFluidComponents(), - isThermal, - subRegion.size(), - dofManager.rankOffset(), - subRegion.isLocallyOwned(), - subRegion.getTopWellElementIndex(), - m_targetPhaseIndex, - wellControls, - time_n + dt, // controls evaluated with BHP/rate of the end of step - wellElemDofNumber, - wellElemGravCoef, - nextWellElemIndex, - wellElemPres, - wellElemTotalMassDens, - dWellElemTotalMassDens, - controlHasSwitched, - localMatrix, - localRhs ); + KernelLaunchSelectorCompTherm< compositionalMultiphaseWellKernels::PressureRelationKernel > + ( numFluidComponents(), + isThermal, + subRegion.size(), + dofManager.rankOffset(), + subRegion.isLocallyOwned(), + subRegion.getTopWellElementIndex(), + m_targetPhaseIndex, + wellControls, + time_n + dt, // controls evaluated with BHP/rate of the end of step + wellElemDofNumber, + wellElemGravCoef, + nextWellElemIndex, + wellElemPres, + wellElemTotalMassDens, + dWellElemTotalMassDens, + controlHasSwitched, + localMatrix, + localRhs ); if( controlHasSwitched ) { diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.hpp index a09420b5e8..aa70d4f450 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWell.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWellFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWellFields.hpp index be0aa3e48a..3ca423cd7a 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWellFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/CompositionalMultiphaseWellFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/LogLevelsInfo.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/LogLevelsInfo.hpp index 9e9b9f20b5..43120e4b77 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/LogLevelsInfo.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.cpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.cpp index 4671f59366..75797a3490 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.hpp index df677346ab..a27be68552 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWell.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWellFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWellFields.hpp index 3d733dde73..773a7e3be6 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWellFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/SinglePhaseWellFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellConstants.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellConstants.hpp index 9b24c9f61d..58b8b421c3 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellConstants.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellConstants.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.cpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.cpp index 30ed4a17f0..7ce65b6cbe 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.hpp index fefa7e4435..3335b7d98d 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellControls.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellFields.hpp index 2c6549958b..e24c0d3293 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellFields.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.cpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.cpp index a8e271ea2e..e7496035ec 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.hpp index b8a007d203..a02af41675 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBaseFields.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBaseFields.hpp index 1c6f4d4a74..b9dfebc799 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBaseFields.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellSolverBaseFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellTags.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellTags.hpp index dc75bcbdc9..b96fa2d061 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/WellTags.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/WellTags.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.cpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.cpp index 7b592d049d..42ec691108 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.hpp index 1ca6ebac99..41d63148bf 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/CompositionalMultiphaseWellKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -33,7 +33,6 @@ #include "physicsSolvers/fluidFlow/CompositionalMultiphaseBaseFields.hpp" #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "physicsSolvers/fluidFlow/StencilAccessors.hpp" -#include "physicsSolvers/fluidFlow/kernels/compositional/AccumulationKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/PropertyKernelBase.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionScalingKernel.hpp" #include "physicsSolvers/fluidFlow/kernels/compositional/SolutionCheckKernel.hpp" diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/PerforationFluxKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/PerforationFluxKernels.hpp index 6c042f18d3..fff9e893cf 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/PerforationFluxKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/PerforationFluxKernels.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.cpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.cpp index a2446c60b6..e3dae7a461 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.cpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.hpp index 91590ed1d6..8269b9f3cc 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalCompositionalMultiphaseWellKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalCompositionalMultiphaseWellKernels.hpp index 3c3b9a2b9d..e7beb34752 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalCompositionalMultiphaseWellKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalCompositionalMultiphaseWellKernels.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalSinglePhaseWellKernels.hpp b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalSinglePhaseWellKernels.hpp index cbd0ae0b42..74a8c1f741 100644 --- a/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalSinglePhaseWellKernels.hpp +++ b/src/coreComponents/physicsSolvers/fluidFlow/wells/kernels/ThermalSinglePhaseWellKernels.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/CMakeLists.txt b/src/coreComponents/physicsSolvers/inducedSeismicity/CMakeLists.txt index 7edf040454..c8f23c5532 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/CMakeLists.txt +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/CMakeLists.txt @@ -4,6 +4,7 @@ set( physicsSolvers_headers inducedSeismicity/inducedSeismicityFields.hpp inducedSeismicity/rateAndStateFields.hpp inducedSeismicity/QuasiDynamicEQ.hpp + inducedSeismicity/QuasiDynamicEQRK32.hpp inducedSeismicity/SeismicityRate.hpp inducedSeismicity/kernels/RateAndStateKernels.hpp inducedSeismicity/kernels/SeismicityRateKernels.hpp @@ -12,6 +13,7 @@ set( physicsSolvers_headers # Specify solver sources set( physicsSolvers_sources ${physicsSolvers_sources} - inducedSeismicity/QuasiDynamicEQ.cpp + inducedSeismicity/QuasiDynamicEQ.cpp + inducedSeismicity/QuasiDynamicEQRK32.cpp inducedSeismicity/SeismicityRate.cpp PARENT_SCOPE ) diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.cpp b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.cpp index 059fa9d33e..3ddf5fc149 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.cpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -32,6 +32,7 @@ namespace geos using namespace dataRepository; using namespace fields; using namespace constitutive; +using namespace rateAndStateKernels; QuasiDynamicEQ::QuasiDynamicEQ( const string & name, Group * const parent ): @@ -149,8 +150,8 @@ real64 QuasiDynamicEQ::solverStep( real64 const & time_n, /// 2. Solve for slip rate and state variable and, compute slip GEOS_LOG_LEVEL_RANK_0( 1, "Rate and State solver" ); - - integer const maxNewtonIter = m_nonlinearSolverParameters.m_maxIterNewton; + integer const maxIterNewton = m_nonlinearSolverParameters.m_maxIterNewton; + real64 const newtonTol = m_nonlinearSolverParameters.m_newtonTol; forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, MeshLevel & mesh, arrayView1d< string const > const & regionNames ) @@ -161,7 +162,8 @@ real64 QuasiDynamicEQ::solverStep( real64 const & time_n, SurfaceElementSubRegion & subRegion ) { // solve rate and state equations. - rateAndStateKernels::createAndLaunch< parallelDevicePolicy<> >( subRegion, viewKeyStruct::frictionLawNameString(), m_shearImpedance, maxNewtonIter, time_n, dtStress ); + createAndLaunch< ImplicitFixedStressRateAndStateKernel, parallelDevicePolicy<> >( subRegion, viewKeyStruct::frictionLawNameString(), m_shearImpedance, maxIterNewton, newtonTol, time_n, + dtStress ); // save old state saveOldStateAndUpdateSlip( subRegion, dtStress ); } ); diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.hpp index edff334c00..6d85175d3c 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.hpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQ.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -47,7 +47,7 @@ class QuasiDynamicEQ : public PhysicsSolverBase struct viewKeyStruct : public PhysicsSolverBase::viewKeyStruct { /// stress solver name - static constexpr char const * stressSolverNameString() { return "stressSolverName"; } + constexpr static char const * stressSolverNameString() { return "stressSolverName"; } /// Friction law name string constexpr static char const * frictionLawNameString() { return "frictionLawName"; } /// Friction law name string diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQRK32.cpp b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQRK32.cpp new file mode 100644 index 0000000000..28ff8f5ff1 --- /dev/null +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQRK32.cpp @@ -0,0 +1,478 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file QuasiDynamicEQRK32.cpp + */ + +#include "QuasiDynamicEQRK32.hpp" + +#include "dataRepository/InputFlags.hpp" +#include "mesh/DomainPartition.hpp" +#include "kernels/RateAndStateKernels.hpp" +#include "rateAndStateFields.hpp" +#include "physicsSolvers/contact/ContactFields.hpp" +#include "fieldSpecification/FieldSpecificationManager.hpp" + +namespace geos +{ + +using namespace dataRepository; +using namespace fields; +using namespace constitutive; +using namespace rateAndStateKernels; + +QuasiDynamicEQRK32::QuasiDynamicEQRK32( const string & name, + Group * const parent ): + PhysicsSolverBase( name, parent ), + m_stressSolver( nullptr ), + m_stressSolverName( "SpringSlider" ), + m_shearImpedance( 0.0 ), + m_butcherTable( BogackiShampine32Table()), // TODO: The butcher table should be specified in the XML input. + m_successfulStep( false ), + m_controller( PIDController( { 1.0/18.0, 1.0/9.0, 1.0/18.0 }, + 1.0e-6, 1.0e-6, 0.81 )) // TODO: The control parameters should be specified in the XML input +{ + this->registerWrapper( viewKeyStruct::shearImpedanceString(), &m_shearImpedance ). + setInputFlag( InputFlags::REQUIRED ). + setDescription( "Shear impedance." ); + + this->registerWrapper( viewKeyStruct::stressSolverNameString(), &m_stressSolverName ). + setInputFlag( InputFlags::OPTIONAL ). + setDescription( "Name of solver for computing stress. If empty, the spring-slider model is run." ); +} + +void QuasiDynamicEQRK32::postInputInitialization() +{ + + // Initialize member stress solver as specified in XML input + if( !m_stressSolverName.empty() ) + { + m_stressSolver = &this->getParent().getGroup< PhysicsSolverBase >( m_stressSolverName ); + } + + PhysicsSolverBase::postInputInitialization(); +} + +QuasiDynamicEQRK32::~QuasiDynamicEQRK32() +{ + // TODO Auto-generated destructor stub +} + + +void QuasiDynamicEQRK32::registerDataOnMesh( Group & meshBodies ) +{ + PhysicsSolverBase::registerDataOnMesh( meshBodies ); + + forDiscretizationOnMeshTargets( meshBodies, [&] ( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + { + ElementRegionManager & elemManager = mesh.getElemManager(); + + elemManager.forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + // Scalar functions on fault + subRegion.registerField< rateAndState::stateVariable >( getName() ); + subRegion.registerField< rateAndState::stateVariable_n >( getName() ); + subRegion.registerField< rateAndState::slipRate >( getName() ); + + // Tangent (2-component) functions on fault + string const labels2Comp[2] = {"tangent1", "tangent2" }; + subRegion.registerField< rateAndState::slipVelocity >( getName() ). + setDimLabels( 1, labels2Comp ).reference().resizeDimension< 1 >( 2 ); + subRegion.registerField< rateAndState::slipVelocity_n >( getName() ). + setDimLabels( 1, labels2Comp ).reference().resizeDimension< 1 >( 2 ); + subRegion.registerField< rateAndState::deltaSlip >( getName() ). + setDimLabels( 1, labels2Comp ).reference().resizeDimension< 1 >( 2 ); + subRegion.registerField< rateAndState::deltaSlip_n >( getName() ). + setDimLabels( 1, labels2Comp ).reference().resizeDimension< 1 >( 2 ); + + // Runge-Kutta stage rates and error + integer const numRKComponents = 3; + subRegion.registerField< rateAndState::rungeKuttaStageRates >( getName() ).reference().resizeDimension< 1, 2 >( m_butcherTable.numStages, numRKComponents ); + subRegion.registerField< rateAndState::error >( getName() ).reference().resizeDimension< 1 >( numRKComponents ); + + + if( !subRegion.hasWrapper( contact::dispJump::key() )) + { + // 3-component functions on fault + string const labels3Comp[3] = { "normal", "tangent1", "tangent2" }; + subRegion.registerField< contact::dispJump >( getName() ). + setDimLabels( 1, labels3Comp ). + reference().resizeDimension< 1 >( 3 ); + subRegion.registerField< contact::dispJump_n >( getName() ). + setDimLabels( 1, labels3Comp ). + reference().resizeDimension< 1 >( 3 ); + subRegion.registerField< contact::traction >( getName() ). + setDimLabels( 1, labels3Comp ). + reference().resizeDimension< 1 >( 3 ); + subRegion.registerField< contact::traction_n >( getName() ). + setDimLabels( 1, labels3Comp ). + reference().resizeDimension< 1 >( 3 ); + + subRegion.registerWrapper< string >( viewKeyStruct::frictionLawNameString() ). + setPlotLevel( PlotLevel::NOPLOT ). + setRestartFlags( RestartFlags::NO_WRITE ). + setSizedFromParent( 0 ); + + string & frictionLawName = subRegion.getReference< string >( viewKeyStruct::frictionLawNameString() ); + frictionLawName = PhysicsSolverBase::getConstitutiveName< FrictionBase >( subRegion ); + GEOS_ERROR_IF( frictionLawName.empty(), GEOS_FMT( "{}: FrictionBase model not found on subregion {}", + getDataContext(), subRegion.getDataContext() ) ); + } + } ); + } ); +} + +real64 QuasiDynamicEQRK32::solverStep( real64 const & time_n, + real64 const & dt, + int const cycleNumber, + DomainPartition & domain ) +{ + if( cycleNumber == 0 ) + { + /// Apply initial conditions to the Fault + FieldSpecificationManager & fieldSpecificationManager = FieldSpecificationManager::getInstance(); + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & ) + + { + fieldSpecificationManager.applyInitialConditions( mesh ); + + } ); + saveState( domain ); + } + + real64 dtAdaptive = dt; + + GEOS_LOG_LEVEL_RANK_0( 1, "Begin adaptive time step" ); + while( true ) // Adaptive time step loop. Performs a Runge-Kutta time stepping with error control on state and slip + { + real64 dtStress; GEOS_UNUSED_VAR( dtStress ); + + // Initial Runge-Kutta stage + stepRateStateODEInitialSubstage( dtAdaptive, domain ); + real64 dtStage = m_butcherTable.c[1]*dtAdaptive; + dtStress = updateStresses( time_n, dtStage, cycleNumber, domain ); + updateSlipVelocity( time_n, dtStage, domain ); + + // Remaining stages + for( integer stageIndex = 1; stageIndex < m_butcherTable.numStages-1; stageIndex++ ) + { + stepRateStateODESubstage( stageIndex, dtAdaptive, domain ); + dtStage = m_butcherTable.c[stageIndex+1]*dtAdaptive; + dtStress = updateStresses( time_n, dtStage, cycleNumber, domain ); + updateSlipVelocity( time_n, dtStage, domain ); + } + + stepRateStateODEAndComputeError( dtAdaptive, domain ); + // Update timestep based on the time step error + real64 const dtNext = setNextDt( dtAdaptive, domain ); + if( m_successfulStep ) // set in setNextDt + { + // Compute stresses, and slip velocity and save results at updated time, + if( !m_butcherTable.FSAL ) + { + dtStress = updateStresses( time_n, dtAdaptive, cycleNumber, domain ); + updateSlipVelocity( time_n, dtAdaptive, domain ); + } + saveState( domain ); + // update the time step and exit the adaptive time step loop + dtAdaptive = dtNext; + break; + } + else + { + // Retry with updated time step + dtAdaptive = dtNext; + } + } + // return time step size achieved by stress solver + return dtAdaptive; +} + +void QuasiDynamicEQRK32::stepRateStateODEInitialSubstage( real64 const dt, DomainPartition & domain ) const +{ + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + + string const & fricitonLawName = subRegion.template getReference< string >( viewKeyStruct::frictionLawNameString() ); + RateAndStateFriction const & frictionLaw = getConstitutiveModel< RateAndStateFriction >( subRegion, fricitonLawName ); + rateAndStateKernels::EmbeddedRungeKuttaKernel rkKernel( subRegion, frictionLaw, m_butcherTable ); + arrayView3d< real64 > const rkStageRates = subRegion.getField< rateAndState::rungeKuttaStageRates >(); + + if( m_butcherTable.FSAL && m_successfulStep ) + { + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + rkKernel.updateStageRatesFSAL( k ); + rkKernel.updateStageValues( k, 1, dt ); + } ); + } + else + { + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + rkKernel.initialize( k ); + rkKernel.updateStageRates( k, 0 ); + rkKernel.updateStageValues( k, 1, dt ); + } ); + } + } ); + } ); +} + +void QuasiDynamicEQRK32::stepRateStateODESubstage( integer const stageIndex, + real64 const dt, + DomainPartition & domain ) const +{ + + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + + string const & fricitonLawName = subRegion.template getReference< string >( viewKeyStruct::frictionLawNameString() ); + RateAndStateFriction const & frictionLaw = getConstitutiveModel< RateAndStateFriction >( subRegion, fricitonLawName ); + rateAndStateKernels::EmbeddedRungeKuttaKernel rkKernel( subRegion, frictionLaw, m_butcherTable ); + arrayView3d< real64 > const rkStageRates = subRegion.getField< rateAndState::rungeKuttaStageRates >(); + + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + rkKernel.updateStageRates( k, stageIndex ); + rkKernel.updateStageValues( k, stageIndex+1, dt ); + } ); + } ); + } ); +} + +void QuasiDynamicEQRK32::stepRateStateODEAndComputeError( real64 const dt, DomainPartition & domain ) const +{ + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + + string const & fricitonLawName = subRegion.template getReference< string >( viewKeyStruct::frictionLawNameString() ); + RateAndStateFriction const & frictionLaw = getConstitutiveModel< RateAndStateFriction >( subRegion, fricitonLawName ); + rateAndStateKernels::EmbeddedRungeKuttaKernel rkKernel( subRegion, frictionLaw, m_butcherTable ); + arrayView3d< real64 > const rkStageRates = subRegion.getField< rateAndState::rungeKuttaStageRates >(); + if( m_butcherTable.FSAL ) + { + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + // Perform last stage rate update + rkKernel.updateStageRates( k, m_butcherTable.numStages-1 ); + // Update solution to final time and compute errors + rkKernel.updateSolutionAndLocalErrorFSAL( k, dt, m_controller.absTol, m_controller.relTol ); + } ); + } + else + { + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + // Perform last stage rate update + rkKernel.updateStageRates( k, m_butcherTable.numStages-1 ); + // Update solution to final time and compute errors + rkKernel.updateSolutionAndLocalError( k, dt, m_controller.absTol, m_controller.relTol ); + } ); + } + } ); + } ); +} + +real64 QuasiDynamicEQRK32::updateStresses( real64 const & time_n, + real64 const & dt, + const int cycleNumber, + DomainPartition & domain ) const +{ + GEOS_LOG_LEVEL_RANK_0( 1, "Stress solver" ); + // Call member variable stress solver to update the stress state + if( m_stressSolver ) + { + // 1. Solve the momentum balance + real64 const dtStress = m_stressSolver->solverStep( time_n, dt, cycleNumber, domain ); + + return dtStress; + } + else + { + // Spring-slider shear traction computation + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + + arrayView2d< real64 const > const deltaSlip = subRegion.getField< rateAndState::deltaSlip >(); + arrayView2d< real64 > const traction = subRegion.getField< fields::contact::traction >(); + arrayView2d< real64 const > const traction_n = subRegion.getField< fields::contact::traction_n >(); + + string const & fricitonLawName = subRegion.template getReference< string >( viewKeyStruct::frictionLawNameString() ); + RateAndStateFriction const & frictionLaw = getConstitutiveModel< RateAndStateFriction >( subRegion, fricitonLawName ); + + RateAndStateFriction::KernelWrapper frictionKernelWrapper = frictionLaw.createKernelUpdates(); + + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + SpringSliderParameters springSliderParameters = SpringSliderParameters( traction[k][0], + frictionKernelWrapper.getACoefficient( k ), + frictionKernelWrapper.getBCoefficient( k ), + frictionKernelWrapper.getDcCoefficient( k ) ); + + + traction[k][1] = traction_n[k][1] + springSliderParameters.tauRate * dt + - springSliderParameters.springStiffness * deltaSlip[k][0]; + traction[k][2] = traction_n[k][2] + springSliderParameters.tauRate * dt + - springSliderParameters.springStiffness * deltaSlip[k][1]; + } ); + } ); + } ); + return dt; + } +} + +void QuasiDynamicEQRK32::updateSlipVelocity( real64 const & time_n, + real64 const & dt, + DomainPartition & domain ) const +{ + GEOS_LOG_LEVEL_RANK_0( 1, "Rate and State solver" ); + integer const maxIterNewton = m_nonlinearSolverParameters.m_maxIterNewton; + real64 const newtonTol = m_nonlinearSolverParameters.m_newtonTol; + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + // solve rate and state equations. + rateAndStateKernels::createAndLaunch< rateAndStateKernels::ExplicitRateAndStateKernel, parallelDevicePolicy<> >( subRegion, viewKeyStruct::frictionLawNameString(), m_shearImpedance, + maxIterNewton, newtonTol, time_n, dt ); + } ); + } ); +} + +void QuasiDynamicEQRK32::saveState( DomainPartition & domain ) const +{ + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion & subRegion ) + { + arrayView1d< real64 const > const stateVariable = subRegion.getField< rateAndState::stateVariable >(); + arrayView2d< real64 const > const slipVelocity = subRegion.getField< rateAndState::slipVelocity >(); + arrayView2d< real64 const > const deltaSlip = subRegion.getField< rateAndState::deltaSlip >(); + arrayView2d< real64 const > const dispJump = subRegion.getField< contact::dispJump >(); + arrayView2d< real64 const > const traction = subRegion.getField< contact::traction >(); + + arrayView1d< real64 > const stateVariable_n = subRegion.getField< rateAndState::stateVariable_n >(); + arrayView2d< real64 > const slipVelocity_n = subRegion.getField< rateAndState::slipVelocity_n >(); + arrayView2d< real64 > const deltaSlip_n = subRegion.getField< rateAndState::deltaSlip >(); + arrayView2d< real64 > const dispJump_n = subRegion.getField< contact::dispJump_n >(); + arrayView2d< real64 > const traction_n = subRegion.getField< contact::traction_n >(); + + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + stateVariable_n[k] = stateVariable[k]; + LvArray::tensorOps::copy< 2 >( deltaSlip_n[k], deltaSlip[k] ); + LvArray::tensorOps::copy< 2 >( slipVelocity_n[k], slipVelocity[k] ); + LvArray::tensorOps::copy< 3 >( dispJump_n[k], dispJump[k] ); + LvArray::tensorOps::copy< 3 >( traction_n[k], traction[k] ); + } ); + } ); + } ); +} + +real64 QuasiDynamicEQRK32::setNextDt( real64 const & currentDt, DomainPartition & domain ) +{ + + // Spring-slider shear traction computation + forDiscretizationOnMeshTargets( domain.getMeshBodies(), [&]( string const &, + MeshLevel const & mesh, + arrayView1d< string const > const & regionNames ) + + { + mesh.getElemManager().forElementSubRegions< SurfaceElementSubRegion >( regionNames, + [&]( localIndex const, + SurfaceElementSubRegion const & subRegion ) + { + arrayView2d< real64 const > const error = subRegion.getField< rateAndState::error >(); + + RAJA::ReduceSum< parallelDeviceReduce, real64 > scaledl2ErrorSquared( 0.0 ); + integer const N = subRegion.size(); + forAll< parallelDevicePolicy<> >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) + { + scaledl2ErrorSquared += LvArray::tensorOps::l2NormSquared< 3 >( error[k] ); + } ); + m_controller.errors[0] = LvArray::math::sqrt( MpiWrapper::sum( scaledl2ErrorSquared.get() / (3.0*N) )); + } ); + } ); + + // Compute update factor to currentDt using PID error controller + limiter + real64 const dtFactor = m_controller.computeUpdateFactor( m_butcherTable.algHighOrder, m_butcherTable.algLowOrder ); + real64 const nextDt = dtFactor*currentDt; + // Check if step was acceptable + m_successfulStep = (dtFactor >= m_controller.acceptSafety) ? true : false; + if( m_successfulStep ) + { + m_controller.errors[2] = m_controller.errors[1]; + m_controller.errors[1] = m_controller.errors[0]; + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "Adaptive time step successful. The next dt will be {:.2e} s", nextDt )); + } + else + { + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "Adaptive time step failed. The next dt will be {:.2e} s", nextDt )); + } + + return nextDt; +} + +REGISTER_CATALOG_ENTRY( PhysicsSolverBase, QuasiDynamicEQRK32, string const &, dataRepository::Group * const ) + +} // namespace geos diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQRK32.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQRK32.hpp new file mode 100644 index 0000000000..bcb3dd8a72 --- /dev/null +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/QuasiDynamicEQRK32.hpp @@ -0,0 +1,235 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +#ifndef GEOS_PHYSICSSOLVERS_INDUCED_QUASIDYNAMICEQRK32_HPP +#define GEOS_PHYSICSSOLVERS_INDUCED_QUASIDYNAMICEQRK32_HPP + +#include "physicsSolvers/PhysicsSolverBase.hpp" +#include "kernels/RateAndStateKernels.hpp" + +namespace geos +{ + +class QuasiDynamicEQRK32 : public PhysicsSolverBase +{ +public: + /// The default nullary constructor is disabled to avoid compiler auto-generation: + QuasiDynamicEQRK32() = delete; + + /// The constructor needs a user-defined "name" and a parent Group (to place this instance in the tree structure of classes) + QuasiDynamicEQRK32( const string & name, + Group * const parent ); + + /// Destructor + virtual ~QuasiDynamicEQRK32() override; + + static string catalogName() { return "QuasiDynamicEQRK32"; } + + /** + * @return Get the final class Catalog name + */ + virtual string getCatalogName() const override { return catalogName(); } + + /// This method ties properties with their supporting mesh + virtual void registerDataOnMesh( Group & meshBodies ) override; + + struct viewKeyStruct : public PhysicsSolverBase::viewKeyStruct + { + /// stress solver name + constexpr static char const * stressSolverNameString() { return "stressSolverName"; } + /// Friction law name string + constexpr static char const * frictionLawNameString() { return "frictionLawName"; } + /// Friction law name string + constexpr static char const * shearImpedanceString() { return "shearImpedance"; } + /// target slip increment + constexpr static char const * timeStepTol() { return "timeStepTol"; } + }; + + virtual real64 solverStep( real64 const & time_n, + real64 const & dt, + integer const cycleNumber, + DomainPartition & domain ) override final; + + + virtual real64 setNextDt( real64 const & currentDt, + DomainPartition & domain ) override final; + + /** + * @brief Computes stage rates for the initial Runge-Kutta substage and updates slip and state + * @param dt + * @param domain + */ + void stepRateStateODEInitialSubstage( real64 const dt, DomainPartition & domain ) const; + + /** + * @brief Computes stage rates at the Runge-Kutta substage specified by stageIndex and updates slip and state + * @param stageIndex + * @param dt + * @param domain + */ + void stepRateStateODESubstage( integer const stageIndex, + real64 const dt, + DomainPartition & domain ) const; + + /** + * @brief Updates slip and state to t + dt and approximates the error + * @param dt + * @param domain + */ + void stepRateStateODEAndComputeError( real64 const dt, DomainPartition & domain ) const; + + real64 updateStresses( real64 const & time_n, + real64 const & dt, + const int cycleNumber, + DomainPartition & domain ) const; + + /** + * @brief Updates rate-and-state slip velocity + * @param domain + */ + void updateSlipVelocity( real64 const & time_n, + real64 const & dt, + DomainPartition & domain ) const; + + /** + * @brief save the current state + * @param domain + */ + void saveState( DomainPartition & domain ) const; + +private: + + virtual void postInputInitialization() override; + + + /// pointer to stress solver + PhysicsSolverBase * m_stressSolver; + + /// stress solver name + string m_stressSolverName; + + /// shear impedance + real64 m_shearImpedance; + + /// Runge-Kutta Butcher table (specifies the embedded RK method) + // TODO: The specific type should not be hardcoded! + // Should be possible to change RK-method based on the table. + rateAndStateKernels::BogackiShampine32Table m_butcherTable; + + bool m_successfulStep; // Flag indicating if the adative time step was accepted + + /** + * @brief Proportional-integral-derivative controller used for updating time step + * based error estimate in the current and previous time steps. + */ + class PIDController + { +public: + + GEOS_HOST_DEVICE + PIDController( std::array< const real64, 3 > const & cparams, + const real64 atol, + const real64 rtol, + const real64 safety ): + controlParameters{ cparams }, + absTol( atol ), + relTol( rtol ), + acceptSafety( safety ), + errors{ {0.0, 0.0, 0.0} } + {} + + /// Default copy constructor + PIDController( PIDController const & ) = default; + + /// Default move constructor + PIDController( PIDController && ) = default; + + /// Deleted default constructor + PIDController() = delete; + + /// Deleted copy assignment operator + PIDController & operator=( PIDController const & ) = delete; + + /// Deleted move assignment operator + PIDController & operator=( PIDController && ) = delete; + + /// Parameters for the PID error controller + const std::array< const real64, 3 > controlParameters; // Controller parameters + + real64 const absTol; // absolut tolerence + + real64 const relTol; // relative tolerence + + real64 const acceptSafety; // Acceptance safety + + std::array< real64, 3 > errors; // Errors for current and two previous updates + // stored as [n+1, n, n-1] + + real64 computeUpdateFactor( integer const algHighOrder, integer const algLowOrder ) + { + // PID error controller + limiter + real64 const k = LvArray::math::min( algHighOrder, algLowOrder ) + 1.0; + real64 const eps0 = 1.0/(errors[0] + std::numeric_limits< real64 >::epsilon()); // n + 1 + real64 const eps1 = 1.0/(errors[1] + std::numeric_limits< real64 >::epsilon()); // n + real64 const eps2 = 1.0/(errors[2] + std::numeric_limits< real64 >::epsilon()); // n-1 + // Compute update factor eps0^(beta0/k)*eps1^(beta1/k)*eps2^(beta2/k) where + // beta0 - beta2 are the control parameters. Also apply limiter to smoothen changes. + // Limiter is 1.0 + atan(x - 1.0). Here use atan(x) = atan2(x, 1.0). + return 1.0 + LvArray::math::atan2( pow( eps0, controlParameters[0] / k ) * + pow( eps1, controlParameters[1] / k ) * + pow( eps2, controlParameters[2] / k ) - 1.0, 1.0 ); + } + }; + + PIDController m_controller; + + + class SpringSliderParameters + { +public: + + GEOS_HOST_DEVICE + SpringSliderParameters( real64 const normalTraction, real64 const a, real64 const b, real64 const Dc ): + tauRate( 1e-4 ), + springStiffness( 0.0 ) + { + real64 const criticalStiffness = normalTraction * (b - a) / Dc; + springStiffness = 0.9 * criticalStiffness; + } + + /// Default copy constructor + SpringSliderParameters( SpringSliderParameters const & ) = default; + + /// Default move constructor + SpringSliderParameters( SpringSliderParameters && ) = default; + + /// Deleted default constructor + SpringSliderParameters() = delete; + + /// Deleted copy assignment operator + SpringSliderParameters & operator=( SpringSliderParameters const & ) = delete; + + /// Deleted move assignment operator + SpringSliderParameters & operator=( SpringSliderParameters && ) = delete; + + real64 tauRate; + + real64 springStiffness; + }; +}; + +} /* namespace geos */ + +#endif /* GEOS_PHYSICSSOLVERS_INDUCED_QUASIDYNAMICEQRK32_HPP */ diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.cpp b/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.cpp index 2c7e663567..8409180dfb 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.cpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.hpp index 722edd7e8c..67cce07e74 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.hpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/SeismicityRate.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/inducedSeismicityFields.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/inducedSeismicityFields.hpp index 370951e101..ac9af24c68 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/inducedSeismicityFields.hpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/inducedSeismicityFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/RateAndStateKernels.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/RateAndStateKernels.hpp index cf2fc306b6..d91dff75ef 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/RateAndStateKernels.hpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/RateAndStateKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2018-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -27,20 +27,38 @@ namespace geos namespace rateAndStateKernels { + +// TBD: Pass the kernel and add getters for relevant fields to make this function general purpose and avoid +// wrappers? +GEOS_HOST_DEVICE +static void projectSlipRateBase( localIndex const k, + real64 const frictionCoefficient, + real64 const shearImpedance, + arrayView2d< real64 const > const traction, + arrayView1d< real64 const > const slipRate, + arrayView2d< real64 > const slipVelocity ) +{ + // Project slip rate onto shear traction to get slip velocity components + real64 const frictionForce = traction[k][0] * frictionCoefficient; + real64 const projectionScaling = 1.0 / ( shearImpedance + frictionForce / slipRate[k] ); + slipVelocity[k][0] = projectionScaling * traction[k][1]; + slipVelocity[k][1] = projectionScaling * traction[k][2]; +} + /** - * @class RateAndStateKernel + * @class ImplicitFixedStressRateAndStateKernel * * @brief * * @details */ -class RateAndStateKernel +class ImplicitFixedStressRateAndStateKernel { public: - RateAndStateKernel( SurfaceElementSubRegion & subRegion, - constitutive::RateAndStateFriction const & frictionLaw, - real64 const shearImpedance ): + ImplicitFixedStressRateAndStateKernel( SurfaceElementSubRegion & subRegion, + constitutive::RateAndStateFriction const & frictionLaw, + real64 const shearImpedance ): m_slipRate( subRegion.getField< fields::rateAndState::slipRate >() ), m_stateVariable( subRegion.getField< fields::rateAndState::stateVariable >() ), m_stateVariable_n( subRegion.getField< fields::rateAndState::stateVariable_n >() ), @@ -90,7 +108,7 @@ class RateAndStateKernel stack.jacobian[0][0] = dFriction[0]; // derivative of Eq 1 w.r.t. stateVariable stack.jacobian[0][1] = dFriction[1]; // derivative of Eq 1 w.r.t. slipRate stack.jacobian[1][0] = dStateEvolutionLaw[0]; // derivative of Eq 2 w.r.t. stateVariable - stack.jacobian[1][1] = dStateEvolutionLaw[1]; // derivative of Eq 2 w.r.t. m_slipRate + stack.jacobian[1][1] = dStateEvolutionLaw[1]; // derivative of Eq 2 w.r.t. slipRate } GEOS_HOST_DEVICE @@ -109,11 +127,8 @@ class RateAndStateKernel GEOS_HOST_DEVICE void projectSlipRate( localIndex const k ) const { - // Project slip rate onto shear traction to get slip velocity components - real64 const frictionForce = m_traction[k][0] * m_frictionLaw.frictionCoefficient( k, m_slipRate[k], m_stateVariable[k] ); - real64 const projectionScaling = 1.0 / ( m_shearImpedance + frictionForce / m_slipRate[k] ); - m_slipVelocity[k][0] = projectionScaling * m_traction[k][1]; - m_slipVelocity[k][1] = projectionScaling * m_traction[k][2]; + real64 const frictionCoefficient = m_frictionLaw.frictionCoefficient( k, m_slipRate[k], m_stateVariable[k] ); + projectSlipRateBase( k, frictionCoefficient, m_shearImpedance, m_traction, m_slipRate, m_slipVelocity ); } GEOS_HOST_DEVICE @@ -144,18 +159,124 @@ class RateAndStateKernel }; +/** + * @class ExplicitRateAndStateKernel + * + * @brief + * + * @details + */ +class ExplicitRateAndStateKernel +{ +public: + + ExplicitRateAndStateKernel( SurfaceElementSubRegion & subRegion, + constitutive::RateAndStateFriction const & frictionLaw, + real64 const shearImpedance ): + m_slipRate( subRegion.getField< fields::rateAndState::slipRate >() ), + m_stateVariable( subRegion.getField< fields::rateAndState::stateVariable >() ), + m_traction( subRegion.getField< fields::contact::traction >() ), + m_slipVelocity( subRegion.getField< fields::rateAndState::slipVelocity >() ), + m_shearImpedance( shearImpedance ), + m_frictionLaw( frictionLaw.createKernelUpdates() ) + {} + + /** + * @struct StackVariables + * @brief Kernel variables located on the stack + */ + struct StackVariables + { +public: + + GEOS_HOST_DEVICE + StackVariables( ) + {} + + real64 jacobian; + real64 rhs; + + }; + + GEOS_HOST_DEVICE + void setup( localIndex const k, + real64 const dt, + StackVariables & stack ) const + { + GEOS_UNUSED_VAR( dt ); + real64 const normalTraction = m_traction[k][0]; + real64 const shearTractionMagnitude = LvArray::math::sqrt( m_traction[k][1] * m_traction[k][1] + m_traction[k][2] * m_traction[k][2] ); + + // Slip rate is bracketed between [0, shear traction magnitude / shear impedance] + // If slip rate is outside the bracket, re-initialize to the middle value + real64 const upperBound = shearTractionMagnitude/m_shearImpedance; + real64 const bracketedSlipRate = m_slipRate[k] > upperBound ? 0.5*upperBound : m_slipRate[k]; + + stack.rhs = shearTractionMagnitude - m_shearImpedance *bracketedSlipRate - normalTraction * m_frictionLaw.frictionCoefficient( k, bracketedSlipRate, m_stateVariable[k] ); + stack.jacobian = -m_shearImpedance - normalTraction * m_frictionLaw.dFrictionCoefficient_dSlipRate( k, bracketedSlipRate, m_stateVariable[k] ); + } + + GEOS_HOST_DEVICE + void solve( localIndex const k, + StackVariables & stack ) const + { + m_slipRate[k] -= stack.rhs/stack.jacobian; + + // Slip rate is bracketed between [0, shear traction magnitude / shear impedance] + // Check that the update did not end outside of the bracket. + real64 const shearTractionMagnitude = LvArray::math::sqrt( m_traction[k][1] * m_traction[k][1] + m_traction[k][2] * m_traction[k][2] ); + real64 const upperBound = shearTractionMagnitude/m_shearImpedance; + if( m_slipRate[k] > upperBound ) m_slipRate[k] = 0.5*upperBound; + + } + + + GEOS_HOST_DEVICE + camp::tuple< int, real64 > checkConvergence( StackVariables const & stack, + real64 const tol ) const + { + real64 const residualNorm = LvArray::math::abs( stack.rhs ); + int const converged = residualNorm < tol ? 1 : 0; + camp::tuple< int, real64 > result { converged, residualNorm }; + return result; + } + + GEOS_HOST_DEVICE + void projectSlipRate( localIndex const k ) const + { + real64 const frictionCoefficient = m_frictionLaw.frictionCoefficient( k, m_slipRate[k], m_stateVariable[k] ); + projectSlipRateBase( k, frictionCoefficient, m_shearImpedance, m_traction, m_slipRate, m_slipVelocity ); + } + +private: + + arrayView1d< real64 > const m_slipRate; + + arrayView1d< real64 > const m_stateVariable; + + arrayView2d< real64 const > const m_traction; + + arrayView2d< real64 > const m_slipVelocity; + + real64 const m_shearImpedance; + + constitutive::RateAndStateFriction::KernelWrapper m_frictionLaw; + +}; /** * @brief Performs the kernel launch + * @tparam KernelType The Rate-and-state kernel to launch * @tparam POLICY the policy used in the RAJA kernels */ -template< typename POLICY > +template< typename KernelType, typename POLICY > static void createAndLaunch( SurfaceElementSubRegion & subRegion, string const & frictionLawNameKey, real64 const shearImpedance, - integer const maxNewtonIter, + integer const maxIterNewton, + real64 const newtonTol, real64 const time_n, real64 const dt ) { @@ -165,20 +286,20 @@ createAndLaunch( SurfaceElementSubRegion & subRegion, string const & frictionaLawName = subRegion.getReference< string >( frictionLawNameKey ); constitutive::RateAndStateFriction const & frictionLaw = subRegion.getConstitutiveModel< constitutive::RateAndStateFriction >( frictionaLawName ); - RateAndStateKernel kernel( subRegion, frictionLaw, shearImpedance ); + KernelType kernel( subRegion, frictionLaw, shearImpedance ); // Newton loop (outside of the kernel launch) bool allConverged = false; - for( integer iter = 0; iter < maxNewtonIter; iter++ ) + for( integer iter = 0; iter < maxIterNewton; iter++ ) { RAJA::ReduceMin< parallelDeviceReduce, int > converged( 1 ); RAJA::ReduceMax< parallelDeviceReduce, real64 > residualNorm( 0.0 ); forAll< POLICY >( subRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const k ) { - RateAndStateKernel::StackVariables stack; + typename KernelType::StackVariables stack; kernel.setup( k, dt, stack ); kernel.solve( k, stack ); - auto const [elementConverged, elementResidualNorm] = kernel.checkConvergence( stack, 1.0e-6 ); + auto const [elementConverged, elementResidualNorm] = kernel.checkConvergence( stack, newtonTol ); converged.min( elementConverged ); residualNorm.max( elementResidualNorm ); } ); @@ -202,8 +323,260 @@ createAndLaunch( SurfaceElementSubRegion & subRegion, } ); } +/** + * @brief Butcher table for embedded RK3(2) method using Kuttas third order + * method for the high-order update, and an explicit trapezoidal rule + * based on the first and third stage rates for the low-order update. + */ +struct Kutta32Table +{ + integer constexpr static algHighOrder = 3; // High-order update order + integer constexpr static algLowOrder = 2; // Low-order update order + integer constexpr static numStages = 3; // Number of stages + real64 const a[2][2] = { { 1.0/2.0, 0.0 }, // Coefficients for stage value updates + { -1.0, 2.0 } }; // (lower-triangular part of table). + real64 const c[3] = { 0.0, 1.0/2.0, 1.0 }; // Coefficients for time increments of substages + real64 const b[3] = { 1.0/6.0, 4.0/6.0, 1.0/6.0 }; // Quadrature weights used to step the solution to next time + real64 const bStar[3] = { 1.0/2.0, 0.0, 1.0/2.0 }; // Quadrature weights used for low-order comparision solution + real64 constexpr static FSAL = false; // Not first same as last +}; + +/** + * @brief Butcher table for the BogackiShampine 3(2) method. + */ +struct BogackiShampine32Table +{ + integer constexpr static algHighOrder = 3; // High-order update order + integer constexpr static algLowOrder = 2; // Low-order update order + integer constexpr static numStages = 4; // Number of stages + real64 const a[3][3] = { { 1.0/2.0, 0.0, 0.0 }, // Coefficients for stage value updates + { 0.0, 3.0/4.0, 0.0 }, // (lower-triangular part of table). + { 2.0/9.0, 1.0/3.0, 4.0/9.0 } }; + real64 const c[4] = { 0.0, 1.0/2.0, 3.0/4.0, 1.0 }; // Coefficients for time increments of substages + real64 const b[4] = { 2.0/9.0, 1.0/3.0, 4.0/9.0, 0.0 }; // Quadrature weights used to step the solution to next time + real64 const bStar[4] = { 7.0/24.0, 1.0/4.0, 1.0/3.0, 1.0/8.0}; // Quadrature weights used for low-order comparision solution + bool constexpr static FSAL = true; // First same as last (can reuse the last stage rate in next + // update) +}; + +/** + * @brief Runge-Kutta method used to time integrate slip and state. Uses of a high order + * update used to integrate the solutions, and a lower order update to estimate the error + * in the time step. + * + * @tparam Butcher table defining the Runge-Kutta method. + */ +template< typename TABLE_TYPE > class EmbeddedRungeKuttaKernel +{ + +public: + EmbeddedRungeKuttaKernel( SurfaceElementSubRegion & subRegion, + constitutive::RateAndStateFriction const & frictionLaw, + TABLE_TYPE butcherTable ): + m_stateVariable( subRegion.getField< fields::rateAndState::stateVariable >() ), + m_stateVariable_n( subRegion.getField< fields::rateAndState::stateVariable_n >() ), + m_slipRate( subRegion.getField< fields::rateAndState::slipRate >() ), + m_slipVelocity( subRegion.getField< fields::rateAndState::slipVelocity >() ), + m_slipVelocity_n( subRegion.getField< fields::rateAndState::slipVelocity_n >() ), + m_deltaSlip( subRegion.getField< fields::rateAndState::deltaSlip >() ), + m_deltaSlip_n( subRegion.getField< fields::rateAndState::deltaSlip_n >() ), + m_dispJump( subRegion.getField< fields::contact::dispJump >() ), + m_dispJump_n( subRegion.getField< fields::contact::dispJump_n >() ), + m_error( subRegion.getField< fields::rateAndState::error >() ), + m_stageRates( subRegion.getField< fields::rateAndState::rungeKuttaStageRates >() ), + m_frictionLaw( frictionLaw.createKernelUpdates() ), + m_butcherTable( butcherTable ) + {} + + /** + * @brief Initialize slip and state buffers + */ + GEOS_HOST_DEVICE + void initialize( localIndex const k ) const + { + LvArray::tensorOps::copy< 2 >( m_slipVelocity[k], m_slipVelocity_n[k] ); + m_slipRate[k] = LvArray::tensorOps::l2Norm< 2 >( m_slipVelocity_n[k] ); + m_stateVariable[k] = m_stateVariable_n[k]; + } + + /** + * @brief Re-uses the last stage rate from the previous time step as the first + * in the next update. Only valid for FSAL (first-same-as-last) Runge-Kutta methods. + */ + GEOS_HOST_DEVICE + void updateStageRatesFSAL( localIndex const k ) const + { + LvArray::tensorOps::copy< 3 >( m_stageRates[k][0], m_stageRates[k][m_butcherTable.numStages-1] ); + } + + /** + * @brief Updates the stage rates rates (the right-hand-side of the ODEs for slip and state) + */ + GEOS_HOST_DEVICE + void updateStageRates( localIndex const k, integer const stageIndex ) const + { + m_stageRates[k][stageIndex][0] = m_slipVelocity[k][0]; + m_stageRates[k][stageIndex][1] = m_slipVelocity[k][1]; + m_stageRates[k][stageIndex][2] = m_frictionLaw.stateEvolution( k, m_slipRate[k], m_stateVariable[k] ); + } + + /** + * @brief Update stage values (slip, state and displacement jump) to a Runge-Kutta substage. + */ + GEOS_HOST_DEVICE + void updateStageValues( localIndex const k, integer const stageIndex, real64 const dt ) const + { + + real64 stateVariableIncrement = 0.0; + real64 deltaSlipIncrement[2] = {0.0, 0.0}; + + for( integer i = 0; i < stageIndex; i++ ) + { + deltaSlipIncrement[0] += m_butcherTable.a[stageIndex-1][i] * m_stageRates[k][i][0]; + deltaSlipIncrement[1] += m_butcherTable.a[stageIndex-1][i] * m_stageRates[k][i][1]; + stateVariableIncrement += m_butcherTable.a[stageIndex-1][i] * m_stageRates[k][i][2]; + } + m_deltaSlip[k][0] = m_deltaSlip_n[k][0] + dt*deltaSlipIncrement[0]; + m_deltaSlip[k][1] = m_deltaSlip_n[k][1] + dt*deltaSlipIncrement[1]; + m_stateVariable[k] = m_stateVariable_n[k] + dt*stateVariableIncrement; + + m_dispJump[k][1] = m_dispJump_n[k][1] + m_deltaSlip[k][0]; + m_dispJump[k][2] = m_dispJump_n[k][2] + m_deltaSlip[k][1]; + } + + /** + * @brief Updates slip, state and displacement jump to the next time computes error the local error + * in the time step + */ + GEOS_HOST_DEVICE + void updateSolutionAndLocalError( localIndex const k, real64 const dt, real64 const absTol, real64 const relTol ) const + { + + real64 deltaSlipIncrement[2] = {0.0, 0.0}; + real64 deltaSlipIncrementLowOrder[2] = {0.0, 0.0}; + + real64 stateVariableIncrement = 0.0; + real64 stateVariableIncrementLowOrder = 0.0; + + for( localIndex i = 0; i < m_butcherTable.numStages; i++ ) + { + + // High order update of solution + deltaSlipIncrement[0] += m_butcherTable.b[i] * m_stageRates[k][i][0]; + deltaSlipIncrement[1] += m_butcherTable.b[i] * m_stageRates[k][i][1]; + stateVariableIncrement += m_butcherTable.b[i] * m_stageRates[k][i][2]; + + // Low order update for error + deltaSlipIncrementLowOrder[0] += m_butcherTable.bStar[i] * m_stageRates[k][i][0]; + deltaSlipIncrementLowOrder[1] += m_butcherTable.bStar[i] * m_stageRates[k][i][1]; + stateVariableIncrementLowOrder += m_butcherTable.bStar[i] * m_stageRates[k][i][2]; + } + + m_deltaSlip[k][0] = m_deltaSlip_n[k][0] + dt * deltaSlipIncrement[0]; + m_deltaSlip[k][1] = m_deltaSlip_n[k][1] + dt * deltaSlipIncrement[1]; + m_stateVariable[k] = m_stateVariable_n[k] + dt * stateVariableIncrement; + + real64 const deltaSlipLowOrder[2] = {m_deltaSlip_n[k][0] + dt * deltaSlipIncrementLowOrder[0], + m_deltaSlip_n[k][1] + dt * deltaSlipIncrementLowOrder[1]}; + real64 const stateVariableLowOrder = m_stateVariable_n[k] + dt * stateVariableIncrementLowOrder; + + m_dispJump[k][1] = m_dispJump_n[k][1] + m_deltaSlip[k][0]; + m_dispJump[k][2] = m_dispJump_n[k][2] + m_deltaSlip[k][1]; + + // Compute error + m_error[k][0] = computeError( m_deltaSlip[k][0], deltaSlipLowOrder[0], absTol, relTol ); + m_error[k][1] = computeError( m_deltaSlip[k][1], deltaSlipLowOrder[1], absTol, relTol ); + m_error[k][2] = computeError( m_stateVariable[k], stateVariableLowOrder, absTol, relTol ); + } + + /** + * @brief Updates slip, state and displacement jump to the next time computes error the local error + * in the time step. Uses the FSAL (first-same-as-last) property. + */ + GEOS_HOST_DEVICE + void updateSolutionAndLocalErrorFSAL( localIndex const k, real64 const dt, real64 const absTol, real64 const relTol ) const + { + + real64 deltaSlipIncrementLowOrder[2] = {0.0, 0.0}; + real64 stateVariableIncrementLowOrder = 0.0; + + for( localIndex i = 0; i < m_butcherTable.numStages; i++ ) + { + // In FSAL algorithms the last RK substage update coincides with the + // high-order update. Only need to compute increments for the the + // low-order updates for error computation. + deltaSlipIncrementLowOrder[0] += m_butcherTable.bStar[i] * m_stageRates[k][i][0]; + deltaSlipIncrementLowOrder[1] += m_butcherTable.bStar[i] * m_stageRates[k][i][1]; + stateVariableIncrementLowOrder += m_butcherTable.bStar[i] * m_stageRates[k][i][2]; + } + + real64 const deltaSlipLowOrder[2] = {m_deltaSlip_n[k][0] + dt * deltaSlipIncrementLowOrder[0], + m_deltaSlip_n[k][1] + dt * deltaSlipIncrementLowOrder[1]}; + real64 const stateVariableLowOrder = m_stateVariable_n[k] + dt * stateVariableIncrementLowOrder; + + m_dispJump[k][1] = m_dispJump_n[k][1] + m_deltaSlip[k][0]; + m_dispJump[k][2] = m_dispJump_n[k][2] + m_deltaSlip[k][1]; + + // Compute error + m_error[k][0] = computeError( m_deltaSlip[k][0], deltaSlipLowOrder[0], absTol, relTol ); + m_error[k][1] = computeError( m_deltaSlip[k][1], deltaSlipLowOrder[1], absTol, relTol ); + m_error[k][2] = computeError( m_stateVariable[k], stateVariableLowOrder, absTol, relTol ); + } + + /** + * @brief Computes the relative error scaled by error tolerances + */ + GEOS_HOST_DEVICE + real64 computeError( real64 const highOrderApprox, real64 const lowOrderApprox, real64 const absTol, real64 const relTol ) const + { + return (highOrderApprox - lowOrderApprox) / + ( absTol + relTol * LvArray::math::max( LvArray::math::abs( highOrderApprox ), LvArray::math::abs( lowOrderApprox ) )); + } + +private: + + /// Current state variable + arrayView1d< real64 > const m_stateVariable; + + /// State variable at t = t_n + arrayView1d< real64 > const m_stateVariable_n; + + /// Current slip rate (magnitude of slip velocity) + arrayView1d< real64 > const m_slipRate; + + /// Current slip velocity + arrayView2d< real64 > const m_slipVelocity; + + /// Slip velocity at time t_n + arrayView2d< real64 > const m_slipVelocity_n; + + /// Current slip change + arrayView2d< real64 > const m_deltaSlip; + + /// Slip change at time t_n + arrayView2d< real64 > const m_deltaSlip_n; + + /// Current displacment jump + arrayView2d< real64 > const m_dispJump; + + /// Displacment jump at time t_n + arrayView2d< real64 > const m_dispJump_n; + + /// Local error for each solution component stored as slip1, slip2, state + arrayView2d< real64 > const m_error; + + /// Stage rates for each solution component stored as slip1, slip2, state + arrayView3d< real64 > const m_stageRates; + + /// Friction law used for rate-and-state updates + constitutive::RateAndStateFriction::KernelWrapper m_frictionLaw; + + /// Butcher table used for explicit time stepping of slip and state + TABLE_TYPE m_butcherTable; +}; + } /* namespace rateAndStateKernels */ -}/* namespace geos */ +} /* namespace geos */ #endif /* GEOS_PHYSICSSOLVERS_RATEANDSTATEKERNELS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/SeismicityRateKernels.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/SeismicityRateKernels.hpp index 8bbb0f5865..63ca4bdee7 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/SeismicityRateKernels.hpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/kernels/SeismicityRateKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/inducedSeismicity/rateAndStateFields.hpp b/src/coreComponents/physicsSolvers/inducedSeismicity/rateAndStateFields.hpp index 8031ab1c34..e060dceb28 100644 --- a/src/coreComponents/physicsSolvers/inducedSeismicity/rateAndStateFields.hpp +++ b/src/coreComponents/physicsSolvers/inducedSeismicity/rateAndStateFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2018-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -36,10 +36,26 @@ DECLARE_FIELD( slipRate, "slipRate", array1d< real64 >, 1.0e-6, - LEVEL_0, + NOPLOT, WRITE_AND_READ, "Slip rate" ); +DECLARE_FIELD( slipVelocity, + "slipVelocity", + array2d< real64 >, + 0.70710678118e-6, + LEVEL_0, + WRITE_AND_READ, + "Slip velocity" ); + +DECLARE_FIELD( slipVelocity_n, + "slipVelocity_n", + array2d< real64 >, + 0.70710678118e-6, + NOPLOT, + WRITE_AND_READ, + "Slip velocity at previous time step" ); + DECLARE_FIELD( stateVariable, "stateVariable", array1d< real64 >, @@ -48,21 +64,14 @@ DECLARE_FIELD( stateVariable, WRITE_AND_READ, "Rate- and state-dependent friction state variable" ); -DECLARE_FIELD( slipVelocity, - "slipVelocity", - array2d< real64 >, - 1.0e-6, - LEVEL_0, - WRITE_AND_READ, - "Slip velocity" ); - DECLARE_FIELD( stateVariable_n, "stateVariable_n", array1d< real64 >, 0.6, NOPLOT, WRITE_AND_READ, - "Rate- and state-dependent friction state variable at previous time step" ); + "Initial rate- and state-dependent friction state variable at this time step" ); + DECLARE_FIELD( deltaSlip, "deltaSlip", @@ -72,6 +81,31 @@ DECLARE_FIELD( deltaSlip, WRITE_AND_READ, "Slip increment" ); +DECLARE_FIELD( deltaSlip_n, + "deltaSlip_n", + array2d< real64 >, + 0.0, + NOPLOT, + WRITE_AND_READ, + "Initial slip increment at this time step" ); + + +DECLARE_FIELD( rungeKuttaStageRates, + "rungeKuttaStageRates", + array3d< real64 >, + 0.0, + NOPLOT, + WRITE_AND_READ, + "Runge-Kutta stage rates for rate-and-state variables" ); + + +DECLARE_FIELD( error, + "error", + array2d< real64 >, + 0.0, + LEVEL_0, + WRITE_AND_READ, + "Error for rate-and-state fields" ); } diff --git a/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.cpp b/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.cpp index 9cb0333497..ea2c6f34b3 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -77,21 +77,39 @@ void CompositionalMultiphaseReservoirAndWells<>:: setMGRStrategy() { - if( flowSolver()->getLinearSolverParameters().mgr.strategy == LinearSolverParameters::MGR::StrategyType::compositionalMultiphaseHybridFVM ) - { - // add Reservoir - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::compositionalMultiphaseReservoirHybridFVM; - } - else if( isThermal() ) - { - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::thermalCompositionalMultiphaseReservoirFVM; + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + if( dynamic_cast< CompositionalMultiphaseHybridFVM * >( this->flowSolver() ) ) + { + if( isThermal() ) + { + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for thermal {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName())); + } + else + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::compositionalMultiphaseReservoirHybridFVM; + } } else { - // add Reservoir - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::compositionalMultiphaseReservoirFVM; + if( isThermal() ) + { + m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::thermalCompositionalMultiphaseReservoirFVM; + } + else + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::compositionalMultiphaseReservoirFVM; + } } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template<> @@ -99,16 +117,25 @@ void CompositionalMultiphaseReservoirAndWells< MultiphasePoromechanics<> >:: setMGRStrategy() { - // flow solver here is indeed flow solver, not poromechanics solver - if( flowSolver()->getLinearSolverParameters().mgr.strategy == LinearSolverParameters::MGR::StrategyType::compositionalMultiphaseHybridFVM ) + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< CompositionalMultiphaseHybridFVM * >( this->flowSolver() ) ) { - GEOS_ERROR( "The poromechanics MGR strategy for hybrid FVM is not implemented" ); + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName() ) ); } else { - // add Reservoir - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::multiphasePoromechanicsReservoirFVM; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::multiphasePoromechanicsReservoirFVM; } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template< typename RESERVOIR_SOLVER > @@ -130,15 +157,6 @@ initializePreSubGroups() InputError ); } -template< typename RESERVOIR_SOLVER > -void -CompositionalMultiphaseReservoirAndWells< RESERVOIR_SOLVER >:: -initializePostInitialConditionsPreSubGroups() -{ - Base::initializePostInitialConditionsPreSubGroups(); - setMGRStrategy(); -} - template< typename RESERVOIR_SOLVER > void CompositionalMultiphaseReservoirAndWells< RESERVOIR_SOLVER >:: diff --git a/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.hpp b/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.hpp index 7b3a25a82a..0ceee38fdf 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/CompositionalMultiphaseReservoirAndWells.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -95,14 +95,12 @@ class CompositionalMultiphaseReservoirAndWells : public CoupledReservoirAndWells virtual void initializePreSubGroups() override; - virtual void initializePostInitialConditionsPreSubGroups() override; + virtual void setMGRStrategy() override; private: CompositionalMultiphaseBase * flowSolver() const; - void setMGRStrategy(); - }; } /* namespace geos */ diff --git a/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellKernels.hpp b/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellKernels.hpp index 6aba3bc91f..5fdb80fdf6 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellKernels.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellKernels.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.cpp b/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.cpp index e981e5048c..631a5ee6cd 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.hpp b/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.hpp index 264525673e..c40265648f 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/CoupledReservoirAndWellsBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -201,10 +201,18 @@ class CoupledReservoirAndWellsBase : public CoupledSolver< RESERVOIR_SOLVER, WEL // Validate well perforations: Ensure that each perforation is in a region targeted by the solver if( !validateWellPerforations( domain )) { - return; + GEOS_ERROR( GEOS_FMT( "{}: well perforations validation failed, bad perforations found", this->getName())); } } + virtual void + postInputInitialization() override + { + Base::postInputInitialization(); + + setMGRStrategy(); + } + virtual void implicitStepSetup( real64 const & time_n, real64 const & dt, @@ -298,6 +306,12 @@ class CoupledReservoirAndWellsBase : public CoupledSolver< RESERVOIR_SOLVER, WEL DofManager const & dofManager, SparsityPatternView< globalIndex > const & pattern ) const = 0; + virtual void setMGRStrategy() + { + if( this->m_linearSolverParameters.get().preconditionerType == LinearSolverParameters::PreconditionerType::mgr ) + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}", this->getName(), this->getCatalogName())); + } + /// Flag to determine whether the well transmissibility needs to be computed bool m_isWellTransmissibilityComputed; diff --git a/src/coreComponents/physicsSolvers/multiphysics/CoupledSolver.hpp b/src/coreComponents/physicsSolvers/multiphysics/CoupledSolver.hpp index c83c224b86..8517edb3df 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/CoupledSolver.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/CoupledSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.cpp b/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.cpp index 933c8afa97..fe329e2656 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.hpp b/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.hpp index 270c13b179..9b14cea830 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/FlowProppantTransportSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.cpp b/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.cpp index d3322e839f..c11d99f3fa 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOS Contributors @@ -81,13 +81,23 @@ HydrofractureSolver< POROMECHANICS_SOLVER >::HydrofractureSolver( const string & setDescription( "Flag to determine whether or not to apply lagging update for the fracture stencil weights. " ); m_numResolves[0] = 0; +} - // This may need to be different depending on whether poroelasticity is on or not. - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::hydrofracture; - m_linearSolverParameters.get().mgr.separateComponents = false; - m_linearSolverParameters.get().mgr.displacementFieldName = solidMechanics::totalDisplacement::key(); - m_linearSolverParameters.get().dofsPerNode = 3; +template< typename POROMECHANICS_SOLVER > +void HydrofractureSolver< POROMECHANICS_SOLVER >::setMGRStrategy() +{ + LinearSolverParameters & linearSolverParameters = this->m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + // This may need to be different depending on whether poroelasticity is on or not. + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::hydrofracture; + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", this->getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template< typename POROMECHANICS_SOLVER > @@ -158,6 +168,8 @@ void HydrofractureSolver< POROMECHANICS_SOLVER >::postInputInitialization() { Base::postInputInitialization(); + setMGRStrategy(); + static const std::set< integer > binaryOptions = { 0, 1 }; GEOS_ERROR_IF( binaryOptions.count( m_isMatrixPoroelastic ) == 0, viewKeyStruct::isMatrixPoroelasticString() << " option can be either 0 (false) or 1 (true)" ); @@ -293,7 +305,7 @@ void HydrofractureSolver< POROMECHANICS_SOLVER >::updateHydraulicApertureAndFrac arrayView1d< real64 const > const volume = subRegion.getElementVolume(); arrayView1d< real64 > const deltaVolume = subRegion.getField< flow::deltaVolume >(); arrayView1d< real64 const > const area = subRegion.getElementArea(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); string const porousSolidName = subRegion.template getReference< string >( FlowSolverBase::viewKeyStruct::solidNamesString() ); CoupledSolidBase const & porousSolid = subRegion.template getConstitutiveModel< CoupledSolidBase >( porousSolidName ); @@ -707,16 +719,12 @@ assembleForceResidualDerivativeWrtPressure( DomainPartition & domain, { arrayView1d< real64 const > const & fluidPressure = subRegion.getField< flow::pressure >(); arrayView1d< real64 const > const & area = subRegion.getElementArea(); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); // if matching on lassen/crusher, move to device policy using execPolicy = serialPolicy; forAll< execPolicy >( subRegion.size(), [=] ( localIndex const kfe ) { - if( elemsToFaces.sizeOfArray( kfe ) != 2 ) - { - return; - } constexpr int kfSign[2] = { -1, 1 }; @@ -820,7 +828,7 @@ assembleFluidMassResidualDerivativeWrtDisplacement( DomainPartition const & doma arrayView1d< real64 const > const aperture = subRegion.getElementAperture(); arrayView1d< real64 const > const area = subRegion.getElementArea(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); ArrayOfArraysView< localIndex const > const faceToNodeMap = faceManager.nodeList().toViewConst(); arrayView2d< real64 const > const faceNormal = faceManager.faceNormal(); @@ -1025,7 +1033,7 @@ void HydrofractureSolver< POROMECHANICS_SOLVER >::initializeNewFractureFields( D ArrayOfArraysView< localIndex const > const & fractureConnectorsToFaceElements = subRegion.m_2dFaceTo2dElems.toViewConst(); map< localIndex, localIndex > const & edgesToConnectorEdges = subRegion.m_edgesTo2dFaces; - ArrayOfArraysView< localIndex const > const faceMap = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const faceMap = subRegion.faceList().toViewConst(); arrayView1d< real64 > const fluidPressure_n = subRegion.getField< fields::flow::pressure_n >(); arrayView1d< real64 > const fluidPressure = subRegion.getField< fields::flow::pressure >(); diff --git a/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.hpp b/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.hpp index 8ea2ddc1d8..05a9683044 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -215,6 +215,7 @@ class HydrofractureSolver : public POROMECHANICS_SOLVER DofManager const & dofManager, CRSMatrix< real64, globalIndex > & localMatrix ); + virtual void setMGRStrategy() override; private: diff --git a/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolverKernels.hpp b/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolverKernels.hpp index 18416ef208..86630e16ea 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolverKernels.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/HydrofractureSolverKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -40,7 +40,7 @@ struct DeformationUpdateKernel arrayView2d< real64 const, nodes::TOTAL_DISPLACEMENT_USD > const & u, arrayView2d< real64 const > const & faceNormal, ArrayOfArraysView< localIndex const > const & faceToNodeMap, - ArrayOfArraysView< localIndex const > const & elemsToFaces, + arrayView2d< localIndex const > const & elemsToFaces, arrayView1d< real64 const > const & area, arrayView1d< real64 const > const & volume, arrayView1d< real64 > const & deltaVolume, @@ -66,8 +66,6 @@ struct DeformationUpdateKernel forAll< POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const kfe ) mutable { - if( elemsToFaces.sizeOfArray( kfe ) != 2 ) - { return; } localIndex const kf0 = elemsToFaces[kfe][0]; localIndex const kf1 = elemsToFaces[kfe][1]; @@ -184,7 +182,7 @@ struct FluidMassResidualDerivativeAssemblyKernel localIndex const numNodesPerFace, arraySlice1d< localIndex const > const & columns, arraySlice1d< real64 const > const & values, - ArrayOfArraysView< localIndex const > const elemsToFaces, + arrayView2d< localIndex const > const elemsToFaces, ArrayOfArraysView< localIndex const > const faceToNodeMap, arrayView1d< globalIndex const > const dispDofNumber, real64 const (&Nbar)[ 3 ], @@ -218,7 +216,7 @@ struct FluidMassResidualDerivativeAssemblyKernel globalIndex const rankOffset, HYDRAULICAPERTURE_WRAPPER const & hydraulicApertureWrapper, integer const useQuasiNewton, - ArrayOfArraysView< localIndex const > const elemsToFaces, + arrayView2d< localIndex const > const elemsToFaces, ArrayOfArraysView< localIndex const > const faceToNodeMap, arrayView2d< real64 const > const faceNormal, arrayView1d< real64 const > const area, diff --git a/src/coreComponents/physicsSolvers/multiphysics/LogLevelsInfo.hpp b/src/coreComponents/physicsSolvers/multiphysics/LogLevelsInfo.hpp index fb9322e102..e87c0615e5 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/LogLevelsInfo.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.cpp b/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.cpp index 4d1e011472..6b01f872f5 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -24,7 +24,9 @@ #include "dataRepository/LogLevelsInfo.hpp" #include "constitutive/fluid/multifluid/MultiFluidBase.hpp" #include "constitutive/solid/PorousSolid.hpp" +#include "physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.hpp" #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" +#include "physicsSolvers/fluidFlow/CompositionalMultiphaseHybridFVM.hpp" #include "physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics.hpp" #include "physicsSolvers/multiphysics/poromechanicsKernels/ThermalMultiphasePoromechanics.hpp" #include "physicsSolvers/solidMechanics/SolidMechanicsFields.hpp" @@ -45,25 +47,14 @@ template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::MultiphasePoromechanics( const string & name, Group * const parent ) : Base( name, parent ) -{ - LinearSolverParameters & linearSolverParameters = this->m_linearSolverParameters.get(); - linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::multiphasePoromechanics; - linearSolverParameters.mgr.separateComponents = true; - linearSolverParameters.mgr.displacementFieldName = solidMechanics::totalDisplacement::key(); - linearSolverParameters.dofsPerNode = 3; -} +{} template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::postInputInitialization() { Base::postInputInitialization(); - GEOS_ERROR_IF( this->flowSolver()->getCatalogName() == "CompositionalMultiphaseReservoir" && - this->getNonlinearSolverParameters().couplingType() != NonlinearSolverParameters::CouplingType::Sequential, - GEOS_FMT( "{}: {} solver is only designed to work for {} = {}", - this->getDataContext(), catalogName(), NonlinearSolverParameters::viewKeysStruct::couplingTypeString(), - EnumStrings< NonlinearSolverParameters::CouplingType >::toString( NonlinearSolverParameters::CouplingType::Sequential ) - )); + setMGRStrategy(); } template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > @@ -85,6 +76,7 @@ void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleSystem( r { GEOS_MARK_FUNCTION; + // Steps 1 and 2: compute element-based terms (mechanics and local flow terms) assembleElementBasedTerms( time, dt, domain, @@ -113,6 +105,50 @@ void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleSystem( r } } +template<> +void MultiphasePoromechanics< CompositionalMultiphaseReservoirAndWells<>, SolidMechanicsLagrangianFEM >::assembleSystem( real64 const time, + real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ) +{ + GEOS_MARK_FUNCTION; + + // Steps 1 and 2: compute element-based terms (mechanics and local flow terms) + assembleElementBasedTerms( time, + dt, + domain, + dofManager, + localMatrix, + localRhs ); + + // step 3: compute the fluxes (face-based contributions) + + if( m_stabilizationType == StabilizationType::Global || + m_stabilizationType == StabilizationType::Local ) + { + this->flowSolver()->assembleStabilizedFluxTerms( dt, + domain, + dofManager, + localMatrix, + localRhs ); + } + else + { + this->flowSolver()->assembleFluxTerms( dt, + domain, + dofManager, + localMatrix, + localRhs ); + } + + // step 4: assemble well contributions + + this->flowSolver()->wellSolver()->assembleSystem( time, dt, domain, dofManager, localMatrix, localRhs ); + this->flowSolver()->assembleCouplingTerms( time, dt, domain, dofManager, localMatrix, localRhs ); +} + template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleElementBasedTerms( real64 const time_n, real64 const dt, @@ -142,39 +178,39 @@ void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleElementBa if( this->m_isThermal ) { poromechanicsMaxForce = - assemblyLaunch< constitutive::PorousSolidBase, - thermalPoromechanicsKernels::ThermalMultiphasePoromechanicsKernelFactory >( mesh, - dofManager, - regionNames, - Base::viewKeyStruct::porousMaterialNamesString(), - localMatrix, - localRhs, - dt, - flowDofKey, - this->flowSolver()->numFluidComponents(), - this->flowSolver()->numFluidPhases(), - this->flowSolver()->useTotalMassEquation(), - this->m_performStressInitialization, - FlowSolverBase::viewKeyStruct::fluidNamesString() ); + this->template assemblyLaunch< constitutive::PorousSolidBase, + thermalPoromechanicsKernels::ThermalMultiphasePoromechanicsKernelFactory >( mesh, + dofManager, + regionNames, + Base::viewKeyStruct::porousMaterialNamesString(), + localMatrix, + localRhs, + dt, + flowDofKey, + this->flowSolver()->numFluidComponents(), + this->flowSolver()->numFluidPhases(), + this->flowSolver()->useTotalMassEquation(), + this->m_performStressInitialization, + FlowSolverBase::viewKeyStruct::fluidNamesString() ); } else { poromechanicsMaxForce = - assemblyLaunch< constitutive::PorousSolidBase, - poromechanicsKernels::MultiphasePoromechanicsKernelFactory >( mesh, - dofManager, - regionNames, - Base::viewKeyStruct::porousMaterialNamesString(), - localMatrix, - localRhs, - dt, - flowDofKey, - this->flowSolver()->numFluidComponents(), - this->flowSolver()->numFluidPhases(), - this->flowSolver()->useSimpleAccumulation(), - this->flowSolver()->useTotalMassEquation(), - this->m_performStressInitialization, - FlowSolverBase::viewKeyStruct::fluidNamesString() ); + this->template assemblyLaunch< constitutive::PorousSolidBase, + poromechanicsKernels::MultiphasePoromechanicsKernelFactory >( mesh, + dofManager, + regionNames, + Base::viewKeyStruct::porousMaterialNamesString(), + localMatrix, + localRhs, + dt, + flowDofKey, + this->flowSolver()->numFluidComponents(), + this->flowSolver()->numFluidPhases(), + this->flowSolver()->useSimpleAccumulation(), + this->flowSolver()->useTotalMassEquation(), + this->m_performStressInitialization, + FlowSolverBase::viewKeyStruct::fluidNamesString() ); } } ); @@ -204,14 +240,14 @@ void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleElementBa } mechanicsMaxForce = - assemblyLaunch< constitutive::SolidBase, - solidMechanicsLagrangianFEMKernels::QuasiStaticFactory >( mesh, - dofManager, - filteredRegionNames.toViewConst(), - SolidMechanicsLagrangianFEM::viewKeyStruct::solidMaterialNamesString(), - localMatrix, - localRhs, - dt ); + this->template assemblyLaunch< constitutive::SolidBase, + solidMechanicsLagrangianFEMKernels::QuasiStaticFactory >( mesh, + dofManager, + filteredRegionNames.toViewConst(), + SolidMechanicsLagrangianFEM::viewKeyStruct::solidMaterialNamesString(), + localMatrix, + localRhs, + dt ); } ); @@ -245,11 +281,63 @@ void MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::initializePostIni getCatalogName(), this->getDataContext(), poromechanicsTargetRegionNames[i], this->flowSolver()->getDataContext() ), InputError ); } +} + +template<> +void MultiphasePoromechanics<>::setMGRStrategy() +{ + LinearSolverParameters & linearSolverParameters = this->m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< CompositionalMultiphaseHybridFVM * >( this->flowSolver() ) ) + { + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName())); + } + else + { + if( this->m_isThermal ) + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::thermalMultiphasePoromechanics; + } + else + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::multiphasePoromechanics; + } + } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); +} + +template<> +void MultiphasePoromechanics< CompositionalMultiphaseReservoirAndWells<>, SolidMechanicsLagrangianFEM >::setMGRStrategy() +{ + // same as CompositionalMultiphaseReservoirAndWells< MultiphasePoromechanics<> >::setMGRStrategy - if( this->m_isThermal ) + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< CompositionalMultiphaseHybridFVM * >( this->flowSolver() ) ) + { + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName() ) ); + } + else { - this->m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::thermalMultiphasePoromechanics; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::multiphasePoromechanicsReservoirFVM; } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > diff --git a/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.hpp b/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.hpp index 9251d86dac..30259c11b4 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/MultiphasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -107,9 +107,11 @@ class MultiphasePoromechanics : public PoromechanicsSolver< FLOW_SOLVER, MECHANI virtual void initializePostInitialConditionsPreSubGroups() override; - - -private: + virtual void setMGRStrategy() + { + if( this->m_linearSolverParameters.get().preconditionerType == LinearSolverParameters::PreconditionerType::mgr ) + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}", this->getName(), this->getCatalogName())); + } /** * @brief Helper function to recompute the bulk density @@ -117,62 +119,8 @@ class MultiphasePoromechanics : public PoromechanicsSolver< FLOW_SOLVER, MECHANI */ virtual void updateBulkDensity( ElementSubRegionBase & subRegion ) override; - template< typename CONSTITUTIVE_BASE, - typename KERNEL_WRAPPER, - typename ... PARAMS > - real64 assemblyLaunch( MeshLevel & mesh, - DofManager const & dofManager, - arrayView1d< string const > const & regionNames, - string const & materialNamesString, - CRSMatrixView< real64, globalIndex const > const & localMatrix, - arrayView1d< real64 > const & localRhs, - real64 const dt, - PARAMS && ... params ); - - }; -template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > -template< typename CONSTITUTIVE_BASE, - typename KERNEL_WRAPPER, - typename ... PARAMS > -real64 MultiphasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assemblyLaunch( MeshLevel & mesh, - DofManager const & dofManager, - arrayView1d< string const > const & regionNames, - string const & materialNamesString, - CRSMatrixView< real64, globalIndex const > const & localMatrix, - arrayView1d< real64 > const & localRhs, - real64 const dt, - PARAMS && ... params ) -{ - GEOS_MARK_FUNCTION; - - NodeManager const & nodeManager = mesh.getNodeManager(); - - string const dofKey = dofManager.getKey( fields::solidMechanics::totalDisplacement::key() ); - arrayView1d< globalIndex const > const & dofNumber = nodeManager.getReference< globalIndex_array >( dofKey ); - - real64 const gravityVectorData[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( PhysicsSolverBase::gravityVector() ); - - KERNEL_WRAPPER kernelWrapper( dofNumber, - dofManager.rankOffset(), - localMatrix, - localRhs, - dt, - gravityVectorData, - std::forward< PARAMS >( params )... ); - - return finiteElement:: - regionBasedKernelApplication< parallelDevicePolicy< >, - CONSTITUTIVE_BASE, - CellElementSubRegion >( mesh, - regionNames, - this->solidMechanicsSolver()->getDiscretizationName(), - materialNamesString, - kernelWrapper ); -} - - } /* namespace geos */ #endif /* GEOS_PHYSICSSOLVERS_MULTIPHYSICS_MULTIPHASEPOROMECHANICS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.cpp b/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.cpp index 447cdc1f1b..c9fe35f614 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.hpp b/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.hpp index b9625e1f41..a1aae59869 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/PhaseFieldFractureSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsFields.hpp b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsFields.hpp index 1d38ccf74e..d3dec017bc 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsFields.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.cpp b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.cpp index 295eaa3332..02fa02be59 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.hpp b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.hpp index aa13564261..60e8535a2b 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsInitialization.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsSolver.hpp b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsSolver.hpp index 7053aec0d0..62a772e027 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsSolver.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/PoromechanicsSolver.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -395,6 +395,45 @@ class PoromechanicsSolver : public CoupledSolver< FLOW_SOLVER, MECHANICS_SOLVER protected: + template< typename CONSTITUTIVE_BASE, + typename KERNEL_WRAPPER, + typename ... PARAMS > + real64 assemblyLaunch( MeshLevel & mesh, + DofManager const & dofManager, + arrayView1d< string const > const & regionNames, + string const & materialNamesString, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs, + real64 const dt, + PARAMS && ... params ) + { + GEOS_MARK_FUNCTION; + + NodeManager const & nodeManager = mesh.getNodeManager(); + + string const dofKey = dofManager.getKey( fields::solidMechanics::totalDisplacement::key() ); + arrayView1d< globalIndex const > const & dofNumber = nodeManager.getReference< globalIndex_array >( dofKey ); + + real64 const gravityVectorData[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( PhysicsSolverBase::gravityVector() ); + + KERNEL_WRAPPER kernelWrapper( dofNumber, + dofManager.rankOffset(), + localMatrix, + localRhs, + dt, + gravityVectorData, + std::forward< PARAMS >( params )... ); + + return finiteElement:: + regionBasedKernelApplication< parallelDevicePolicy< >, + CONSTITUTIVE_BASE, + CellElementSubRegion >( mesh, + regionNames, + this->solidMechanicsSolver()->getDiscretizationName(), + materialNamesString, + kernelWrapper ); + } + /* Implementation of Nonlinear Acceleration (Aitken) of averageMeanTotalStressIncrement */ void recordAverageMeanTotalStressIncrement( DomainPartition & domain, diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.cpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.cpp index 46233badae..0bfa9146a2 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -32,6 +32,7 @@ #include "physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp" #include "physicsSolvers/contact/SolidMechanicsLagrangeContact.hpp" #include "physicsSolvers/contact/SolidMechanicsEmbeddedFractures.hpp" +#include "physicsSolvers/fluidFlow/SinglePhaseHybridFVM.hpp" namespace geos { @@ -45,25 +46,14 @@ template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::SinglePhasePoromechanics( const string & name, Group * const parent ) : Base( name, parent ) -{ - LinearSolverParameters & linearSolverParameters = this->m_linearSolverParameters.get(); - linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanics; - linearSolverParameters.mgr.separateComponents = true; - linearSolverParameters.mgr.displacementFieldName = solidMechanics::totalDisplacement::key(); - linearSolverParameters.dofsPerNode = 3; -} +{} template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > void SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::postInputInitialization() { Base::postInputInitialization(); - GEOS_ERROR_IF( this->flowSolver()->getCatalogName() == "SinglePhaseReservoir" && - this->getNonlinearSolverParameters().couplingType() != NonlinearSolverParameters::CouplingType::Sequential, - GEOS_FMT( "{}: {} solver is only designed to work for {} = {}", - this->getName(), catalogName(), NonlinearSolverParameters::viewKeysStruct::couplingTypeString(), - EnumStrings< NonlinearSolverParameters::CouplingType >::toString( NonlinearSolverParameters::CouplingType::Sequential ) - )); + setMGRStrategy(); } template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > @@ -114,18 +104,70 @@ void SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::initializePostIn getCatalogName(), this->getDataContext(), poromechanicsTargetRegionNames[i], this->flowSolver()->getDataContext() ), InputError ); } +} + +template<> +void SinglePhasePoromechanics<>::setMGRStrategy() +{ + LinearSolverParameters & linearSolverParameters = this->m_linearSolverParameters.get(); - if( this->m_isThermal ) + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< SinglePhaseHybridFVM * >( this->flowSolver() ) ) { - this->m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::thermalSinglePhasePoromechanics; + if( this->m_isThermal ) + { + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for thermal {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName() )); + } + else + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::hybridSinglePhasePoromechanics; + } } else { - if( this->flowSolver()->getLinearSolverParameters().mgr.strategy == LinearSolverParameters::MGR::StrategyType::singlePhaseHybridFVM ) + if( this->m_isThermal ) { - this->m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::hybridSinglePhasePoromechanics; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::thermalSinglePhasePoromechanics; } + else + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanics; + } + } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); +} + +template<> +void SinglePhasePoromechanics< SinglePhaseReservoirAndWells<>, SolidMechanicsLagrangianFEM >::setMGRStrategy() +{ + // same as SinglePhaseReservoirAndWells< SinglePhasePoromechanics<> >::setMGRStrategy + + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< SinglePhaseHybridFVM * >( this->flowSolver() ) ) + { + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for poromechanics {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName())); } + else + { + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsReservoirFVM; + } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", this->getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > @@ -163,7 +205,48 @@ void SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleSystem( localMatrix, localRhs ); } +} + +template<> +void SinglePhasePoromechanics< SinglePhaseReservoirAndWells<>, SolidMechanicsLagrangianFEM >::assembleSystem( real64 const time_n, + real64 const dt, + DomainPartition & domain, + DofManager const & dofManager, + CRSMatrixView< real64, globalIndex const > const & localMatrix, + arrayView1d< real64 > const & localRhs ) +{ + GEOS_MARK_FUNCTION; + + // Steps 1 and 2: compute element-based terms (mechanics and local flow terms) + assembleElementBasedTerms( time_n, + dt, + domain, + dofManager, + localMatrix, + localRhs ); + + // Step 3: compute the fluxes (face-based contributions) + if( m_stabilizationType == StabilizationType::Global || m_stabilizationType == StabilizationType::Local ) + { + this->flowSolver()->assembleStabilizedFluxTerms( dt, + domain, + dofManager, + localMatrix, + localRhs ); + } + else + { + this->flowSolver()->assembleFluxTerms( dt, + domain, + dofManager, + localMatrix, + localRhs ); + } + + // step 4: assemble well contributions + this->flowSolver()->wellSolver()->assembleSystem( time_n, dt, domain, dofManager, localMatrix, localRhs ); + this->flowSolver()->assembleCouplingTerms( time_n, dt, domain, dofManager, localMatrix, localRhs ); } template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > @@ -195,32 +278,32 @@ void SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleElementB if( this->m_isThermal ) { poromechanicsMaxForce = - assemblyLaunch< constitutive::PorousSolidBase, - thermalPoromechanicsKernels::ThermalSinglePhasePoromechanicsKernelFactory >( mesh, - dofManager, - regionNames, - viewKeyStruct::porousMaterialNamesString(), - localMatrix, - localRhs, - dt, - flowDofKey, - this->m_performStressInitialization, - FlowSolverBase::viewKeyStruct::fluidNamesString() ); + this->template assemblyLaunch< constitutive::PorousSolidBase, + thermalPoromechanicsKernels::ThermalSinglePhasePoromechanicsKernelFactory >( mesh, + dofManager, + regionNames, + viewKeyStruct::porousMaterialNamesString(), + localMatrix, + localRhs, + dt, + flowDofKey, + this->m_performStressInitialization, + FlowSolverBase::viewKeyStruct::fluidNamesString() ); } else { poromechanicsMaxForce = - assemblyLaunch< constitutive::PorousSolidBase, - poromechanicsKernels::SinglePhasePoromechanicsKernelFactory >( mesh, - dofManager, - regionNames, - viewKeyStruct::porousMaterialNamesString(), - localMatrix, - localRhs, - dt, - flowDofKey, - this->m_performStressInitialization, - FlowSolverBase::viewKeyStruct::fluidNamesString() ); + this->template assemblyLaunch< constitutive::PorousSolidBase, + poromechanicsKernels::SinglePhasePoromechanicsKernelFactory >( mesh, + dofManager, + regionNames, + viewKeyStruct::porousMaterialNamesString(), + localMatrix, + localRhs, + dt, + flowDofKey, + this->m_performStressInitialization, + FlowSolverBase::viewKeyStruct::fluidNamesString() ); } } ); @@ -249,14 +332,14 @@ void SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assembleElementB } mechanicsMaxForce = - assemblyLaunch< constitutive::SolidBase, - solidMechanicsLagrangianFEMKernels::QuasiStaticFactory >( mesh, - dofManager, - filteredRegionNames.toViewConst(), - SolidMechanicsLagrangianFEM::viewKeyStruct::solidMaterialNamesString(), - localMatrix, - localRhs, - dt ); + this->template assemblyLaunch< constitutive::SolidBase, + solidMechanicsLagrangianFEMKernels::QuasiStaticFactory >( mesh, + dofManager, + filteredRegionNames.toViewConst(), + SolidMechanicsLagrangianFEM::viewKeyStruct::solidMaterialNamesString(), + localMatrix, + localRhs, + dt ); } ); this->solidMechanicsSolver()->applyContactConstraint( dofManager, domain, localMatrix, localRhs ); diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.hpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.hpp index f311b786c3..e742fb9715 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -118,19 +118,11 @@ class SinglePhasePoromechanics : public PoromechanicsSolver< FLOW_SOLVER, MECHAN virtual void initializePostInitialConditionsPreSubGroups() override; - template< typename CONSTITUTIVE_BASE, - typename KERNEL_WRAPPER, - typename ... PARAMS > - real64 assemblyLaunch( MeshLevel & mesh, - DofManager const & dofManager, - arrayView1d< string const > const & regionNames, - string const & materialNamesString, - CRSMatrixView< real64, globalIndex const > const & localMatrix, - arrayView1d< real64 > const & localRhs, - real64 const dt, - PARAMS && ... params ); - -private: + virtual void setMGRStrategy() + { + if( this->m_linearSolverParameters.get().preconditionerType == LinearSolverParameters::PreconditionerType::mgr ) + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}", this->getName(), this->getCatalogName())); + } /** * @brief Helper function to recompute the bulk density @@ -142,47 +134,6 @@ class SinglePhasePoromechanics : public PoromechanicsSolver< FLOW_SOLVER, MECHAN }; -template< typename FLOW_SOLVER, typename MECHANICS_SOLVER > -template< typename CONSTITUTIVE_BASE, - typename KERNEL_WRAPPER, - typename ... PARAMS > -real64 SinglePhasePoromechanics< FLOW_SOLVER, MECHANICS_SOLVER >::assemblyLaunch( MeshLevel & mesh, - DofManager const & dofManager, - arrayView1d< string const > const & regionNames, - string const & materialNamesString, - CRSMatrixView< real64, globalIndex const > const & localMatrix, - arrayView1d< real64 > const & localRhs, - real64 const dt, - PARAMS && ... params ) -{ - GEOS_MARK_FUNCTION; - - NodeManager const & nodeManager = mesh.getNodeManager(); - - string const dofKey = dofManager.getKey( fields::solidMechanics::totalDisplacement::key() ); - arrayView1d< globalIndex const > const & dofNumber = nodeManager.getReference< globalIndex_array >( dofKey ); - - real64 const gravityVectorData[3] = LVARRAY_TENSOROPS_INIT_LOCAL_3( PhysicsSolverBase::gravityVector() ); - - KERNEL_WRAPPER kernelWrapper( dofNumber, - dofManager.rankOffset(), - localMatrix, - localRhs, - dt, - gravityVectorData, - std::forward< PARAMS >( params )... ); - - return finiteElement:: - regionBasedKernelApplication< parallelDevicePolicy< >, - CONSTITUTIVE_BASE, - CellElementSubRegion >( mesh, - regionNames, - this->solidMechanicsSolver()->getDiscretizationName(), - materialNamesString, - kernelWrapper ); -} - - } /* namespace geos */ #endif /* GEOS_PHYSICSSOLVERS_MULTIPHYSICS_SINGLEPHASEPOROMECHANICS_HPP_ */ diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.cpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.cpp index 77bbc8fdea..51fef65a2d 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -44,12 +44,22 @@ template< typename FLOW_SOLVER > SinglePhasePoromechanicsConformingFractures< FLOW_SOLVER >::SinglePhasePoromechanicsConformingFractures( const string & name, Group * const parent ) : Base( name, parent ) +{} + +template<> +void SinglePhasePoromechanicsConformingFractures<>::setMGRStrategy() { - LinearSolverParameters & params = this->m_linearSolverParameters.get(); - params.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsConformingFractures; - params.mgr.separateComponents = false; - params.mgr.displacementFieldName = solidMechanics::totalDisplacement::key(); - params.dofsPerNode = 3; + LinearSolverParameters & linearSolverParameters = this->m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsConformingFractures; + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template< typename FLOW_SOLVER > @@ -378,15 +388,13 @@ addTransmissibilityCouplingPattern( DomainPartition const & domain, GEOS_ERROR_IF( !fractureSubRegion.hasWrapper( flow::pressure::key() ), this->getDataContext() << ": The fracture subregion must contain pressure field." ); - ArrayOfArraysView< localIndex const > const elem2dToFaces = fractureSubRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elem2dToFaces = fractureSubRegion.faceList().toViewConst(); arrayView1d< globalIndex const > const & presDofNumber = fractureSubRegion.getReference< globalIndex_array >( presDofKey ); globalIndex const rankOffset = dofManager.rankOffset(); - ArrayOfArraysView< localIndex const > const & elemsToFaces = fractureSubRegion.faceList().toViewConst(); - fvDiscretization.forStencils< SurfaceElementStencil >( mesh, [&]( SurfaceElementStencil const & stencil ) { forAll< serialPolicy >( stencil.size(), [=] ( localIndex const iconn ) @@ -413,11 +421,9 @@ addTransmissibilityCouplingPattern( DomainPartition const & domain, localIndex const fractureIndex = sei[iconn][kf]; // Get the number of nodes - localIndex const numNodesPerFace = faceToNodeMap.sizeOfArray( elemsToFaces[fractureIndex][0] ); + localIndex const numNodesPerFace = faceToNodeMap.sizeOfArray( elem2dToFaces[fractureIndex][0] ); // Loop over the two sides of each fracture element - GEOS_ERROR_IF( elem2dToFaces.sizeOfArray( fractureIndex ) != 2, - "Fracture face " << fractureIndex << " has to be shared by two cells." ); for( localIndex kf1 = 0; kf1 < 2; ++kf1 ) { localIndex const faceIndex = elem2dToFaces[fractureIndex][kf1]; @@ -479,7 +485,7 @@ assembleForceResidualDerivativeWrtPressure( MeshLevel const & mesh, arrayView1d< globalIndex const > const & presDofNumber = subRegion.getReference< globalIndex_array >( presDofKey ); arrayView1d< real64 const > const & pressure = subRegion.getReference< array1d< real64 > >( flow::pressure::key() ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); forAll< serialPolicy >( subRegion.size(), [=]( localIndex const kfe ) { @@ -593,7 +599,7 @@ assembleFluidMassResidualDerivativeWrtDisplacement( MeshLevel const & mesh, arrayView1d< globalIndex const > const & presDofNumber = subRegion.getReference< array1d< globalIndex > >( presDofKey ); - ArrayOfArraysView< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const & elemsToFaces = subRegion.faceList().toViewConst(); arrayView1d< real64 const > const & area = subRegion.getElementArea().toViewConst(); arrayView1d< integer const > const & fractureState = subRegion.getField< fields::contact::fractureState >(); diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.hpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.hpp index 7d0b4f121e..0e657441f1 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsConformingFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -103,6 +103,12 @@ class SinglePhasePoromechanicsConformingFractures : public SinglePhasePoromechan virtual void updateState( DomainPartition & domain ) override final; + virtual void setMGRStrategy() override + { + if( this->m_linearSolverParameters.get().preconditionerType == LinearSolverParameters::PreconditionerType::mgr ) + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}", this->getName(), this->getCatalogName())); + } + /**@}*/ private: @@ -176,7 +182,6 @@ class SinglePhasePoromechanicsConformingFractures : public SinglePhasePoromechan */ void updateHydraulicApertureAndFracturePermeability( DomainPartition & domain ); - std::unique_ptr< CRSMatrix< real64, localIndex > > & getRefDerivativeFluxResidual_dAperture() { return m_derivativeFluxResidual_dAperture; diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.cpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.cpp index 67aa66cb05..6c6e2be5bc 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -20,7 +20,7 @@ #include "SinglePhasePoromechanicsEmbeddedFractures.hpp" #include "constitutive/contact/HydraulicApertureRelationSelector.hpp" #include "constitutive/fluid/singlefluid/SingleFluidBase.hpp" -#include "physicsSolvers/contact/SolidMechanicsEFEMKernelsHelper.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsHelper.hpp" #include "physicsSolvers/fluidFlow/SinglePhaseBase.hpp" #include "physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM.hpp" #include "physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanics.hpp" @@ -41,17 +41,26 @@ using namespace fields; SinglePhasePoromechanicsEmbeddedFractures::SinglePhasePoromechanicsEmbeddedFractures( const std::string & name, Group * const parent ): SinglePhasePoromechanics( name, parent ) -{ - LinearSolverParameters & params = m_linearSolverParameters.get(); - params.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsEmbeddedFractures; - params.mgr.separateComponents = false; - params.mgr.displacementFieldName = solidMechanics::totalDisplacement::key(); - params.dofsPerNode = 3; -} +{} SinglePhasePoromechanicsEmbeddedFractures::~SinglePhasePoromechanicsEmbeddedFractures() {} +void SinglePhasePoromechanicsEmbeddedFractures::setMGRStrategy() +{ + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsEmbeddedFractures; + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); +} + void SinglePhasePoromechanicsEmbeddedFractures::postInputInitialization() { Base::postInputInitialization(); diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.hpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.hpp index a6d72b4f72..95c3e7b7f8 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhasePoromechanicsEmbeddedFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -105,6 +105,8 @@ class SinglePhasePoromechanicsEmbeddedFractures : public SinglePhasePoromechanic virtual void initializePostInitialConditionsPreSubGroups() override final; + virtual void setMGRStrategy() override; + private: template< typename CONSTITUTIVE_BASE, diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.cpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.cpp index 0ccdd95f91..f83652d745 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.cpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -24,6 +24,7 @@ #include "mesh/PerforationFields.hpp" #include "physicsSolvers/KernelLaunchSelectors.hpp" #include "physicsSolvers/fluidFlow/SinglePhaseFVM.hpp" +#include "physicsSolvers/fluidFlow/SinglePhaseHybridFVM.hpp" #include "physicsSolvers/fluidFlow/wells/SinglePhaseWellFields.hpp" #include "physicsSolvers/fluidFlow/wells/WellControls.hpp" #include "physicsSolvers/fluidFlow/wells/kernels/SinglePhaseWellKernels.hpp" @@ -69,33 +70,50 @@ void SinglePhaseReservoirAndWells<>:: setMGRStrategy() { - if( flowSolver()->getLinearSolverParameters().mgr.strategy == LinearSolverParameters::MGR::StrategyType::singlePhaseHybridFVM ) + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< SinglePhaseHybridFVM * >( this->flowSolver() ) ) { - // add Reservoir - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhaseReservoirHybridFVM; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhaseReservoirHybridFVM; } else { - // add Reservoir - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhaseReservoirFVM; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhaseReservoirFVM; } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } -template< typename POROMECHANICS_SOLVER > +template<> void -SinglePhaseReservoirAndWells< POROMECHANICS_SOLVER >:: +SinglePhaseReservoirAndWells< SinglePhasePoromechanics<> >:: setMGRStrategy() { - // flow solver here is indeed flow solver, not poromechanics solver - if( flowSolver()->getLinearSolverParameters().mgr.strategy == LinearSolverParameters::MGR::StrategyType::singlePhaseHybridFVM ) + LinearSolverParameters & linearSolverParameters = m_linearSolverParameters.get(); + + if( linearSolverParameters.preconditionerType != LinearSolverParameters::PreconditionerType::mgr ) + return; + + linearSolverParameters.mgr.separateComponents = true; + linearSolverParameters.dofsPerNode = 3; + + if( dynamic_cast< SinglePhaseHybridFVM * >( this->flowSolver() ) ) { - GEOS_LOG_RANK_0( "The poromechanics MGR strategy for hybrid FVM is not implemented" ); + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for poromechanics {}/{}", + this->getName(), this->getCatalogName(), this->flowSolver()->getCatalogName())); } else { - // add Reservoir - m_linearSolverParameters.get().mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsReservoirFVM; + linearSolverParameters.mgr.strategy = LinearSolverParameters::MGR::StrategyType::singlePhasePoromechanicsReservoirFVM; } + GEOS_LOG_LEVEL_RANK_0( 1, GEOS_FMT( "{}: MGR strategy set to {}", this->getName(), + EnumStrings< LinearSolverParameters::MGR::StrategyType >::toString( linearSolverParameters.mgr.strategy ))); } template< typename RESERVOIR_SOLVER > @@ -108,15 +126,6 @@ initializePreSubGroups() Base::wellSolver()->setFlowSolverName( flowSolver->getName() ); } -template< typename RESERVOIR_SOLVER > -void -SinglePhaseReservoirAndWells< RESERVOIR_SOLVER >:: -initializePostInitialConditionsPreSubGroups() -{ - Base::initializePostInitialConditionsPreSubGroups(); - setMGRStrategy(); -} - template< typename RESERVOIR_SOLVER > void SinglePhaseReservoirAndWells< RESERVOIR_SOLVER >:: diff --git a/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.hpp b/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.hpp index 9e4cc906a9..6ce8df9632 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/SinglePhaseReservoirAndWells.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -111,14 +111,16 @@ class SinglePhaseReservoirAndWells : public CoupledReservoirAndWellsBase< RESERV virtual void initializePreSubGroups() override; - virtual void initializePostInitialConditionsPreSubGroups() override; + virtual void setMGRStrategy() override + { + if( this->m_linearSolverParameters.get().preconditionerType == LinearSolverParameters::PreconditionerType::mgr ) + GEOS_ERROR( GEOS_FMT( "{}: MGR strategy is not implemented for {}", this->getName(), this->getCatalogName())); + } private: SinglePhaseBase * flowSolver() const; - void setMGRStrategy(); - }; } /* namespace geos */ diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics.hpp index b3079a9e8c..ae031f1398 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics_impl.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics_impl.hpp index d12925a3da..b5f2621b16 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics_impl.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/MultiphasePoromechanics_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsBase.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsBase.hpp index 75c78e1c1a..4bd3c9f44a 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsBase.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsEFEMKernels.cpp.template b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsEFEMKernels.cpp.template index 09802963fc..debff643f0 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsEFEMKernels.cpp.template +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsEFEMKernels.cpp.template @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsKernels.cpp.template b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsKernels.cpp.template index f2c44120f1..19f7ad4cb1 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsKernels.cpp.template +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/PoromechanicsKernels.cpp.template @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanics.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanics.hpp index 711adb8280..302c8113b3 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanics.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsConformingFractures.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsConformingFractures.hpp index d2a2b41312..e32a6d26eb 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsConformingFractures.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsConformingFractures.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM.hpp index ad5ccf38ab..ac266ec21d 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -278,7 +278,9 @@ class SinglePhasePoromechanicsEFEM : arrayView1d< real64 const > const m_surfaceArea; - arrayView1d< real64 const > const m_elementVolume; + arrayView1d< real64 const > const m_elementVolumeCell; + + arrayView1d< real64 const > const m_elementVolumeFrac; arrayView1d< real64 const > const m_deltaVolume; diff --git a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM_impl.hpp b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM_impl.hpp index 0aac71f9ac..efc8ae09ea 100644 --- a/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM_impl.hpp +++ b/src/coreComponents/physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -26,7 +26,7 @@ #include "physicsSolvers/fluidFlow/SinglePhaseBaseFields.hpp" #include "physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanics.hpp" #include "physicsSolvers/multiphysics/poromechanicsKernels/SinglePhasePoromechanicsEFEM.hpp" -#include "physicsSolvers/contact/SolidMechanicsEFEMKernelsHelper.hpp" +#include "physicsSolvers/contact/kernels/SolidMechanicsEFEMKernelsHelper.hpp" namespace geos { @@ -91,8 +91,9 @@ SinglePhasePoromechanicsEFEM( NodeManager const & nodeManager, m_tVec2( embeddedSurfSubRegion.getTangentVector2() ), m_surfaceCenter( embeddedSurfSubRegion.getElementCenter() ), m_surfaceArea( embeddedSurfSubRegion.getElementArea() ), - m_elementVolume( elementSubRegion.getElementVolume() ), - m_deltaVolume( elementSubRegion.template getField< fields::flow::deltaVolume >() ), + m_elementVolumeCell( elementSubRegion.getElementVolume() ), + m_elementVolumeFrac( embeddedSurfSubRegion.getElementVolume() ), + m_deltaVolume( embeddedSurfSubRegion.template getField< fields::flow::deltaVolume >() ), m_fracturedElems( elementSubRegion.fracturedElementsList() ), m_cellsToEmbeddedSurfaces( elementSubRegion.embeddedSurfacesList().toViewConst() ), m_gravityVector{ inputGravityVector[0], inputGravityVector[1], inputGravityVector[2] }, @@ -148,7 +149,7 @@ setup( localIndex const k, { localIndex const embSurfIndex = m_cellsToEmbeddedSurfaces[k][0]; - stack.hInv = m_surfaceArea[embSurfIndex] / m_elementVolume[k]; + stack.hInv = m_surfaceArea[embSurfIndex] / m_elementVolumeCell[k]; for( localIndex a=0; agetParent().getGroupPointer< PhysicsSolverBase >( m_surfaceGeneratorName ); @@ -1387,7 +1389,7 @@ void SolidMechanicsLagrangianFEM::applyContactConstraint( DofManager const & dof real64 const contactStiffness = m_contactPenaltyStiffness; arrayView1d< real64 > const area = subRegion.getElementArea(); - ArrayOfArraysView< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const elemsToFaces = subRegion.faceList().toViewConst(); // TODO: use parallel policy? forAll< serialPolicy >( subRegion.size(), [=] ( localIndex const kfe ) diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianFEM.hpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianFEM.hpp index 6d331793e7..76d98cb514 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianFEM.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianFEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.cpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.cpp index de86e0c4ab..cf1e138d21 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.cpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.hpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.hpp index 3a316fa2ac..77c3c338f3 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsLagrangianSSLE.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.cpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.cpp index c59481ecbf..a2b1d3ec2f 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.cpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.hpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.hpp index b528b6d9e7..571e365f14 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsMPM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.cpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.cpp index 6c35edca98..764d86d8f3 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.cpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.hpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.hpp index 73d3772be1..4a9c521903 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStateReset.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.cpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.cpp index 01b0073205..5e266c0258 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.cpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.hpp b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.hpp index 64ec6a9772..975c057b07 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/SolidMechanicsStatistics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain.hpp index e232b15615..6384ac1729 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain_impl.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain_impl.hpp index 30f42a86fb..8454837b43 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain_impl.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitFiniteStrain_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitMPM.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitMPM.hpp index d610b0331f..403619a20a 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitMPM.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitMPM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain.hpp index f2dbcb00e2..b4518ca4cb 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain_impl.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain_impl.hpp index 6f12850a63..30910aac4b 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain_impl.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ExplicitSmallStrain_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics.hpp index ed39ff7e78..4b67faf912 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics_impl.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics_impl.hpp index 72700e67eb..36d7055851 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics_impl.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/FixedStressThermoPoromechanics_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark.hpp index c086630972..5b97f0022d 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark_impl.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark_impl.hpp index 3f4b3a7e17..d0e2c71ea0 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark_impl.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainNewmark_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp index 304183a919..0e9bcf87b1 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic_impl.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic_impl.hpp index dc3508c1ab..12753ab393 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic_impl.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/ImplicitSmallStrainQuasiStatic_impl.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsFixedStressThermoPoromechanicsKernels.cpp.template b/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsFixedStressThermoPoromechanicsKernels.cpp.template index eb4d851b02..69211cfeb8 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsFixedStressThermoPoromechanicsKernels.cpp.template +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsFixedStressThermoPoromechanicsKernels.cpp.template @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsKernels.cpp.template b/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsKernels.cpp.template index d6014e31c3..cd5829c9b1 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsKernels.cpp.template +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsKernels.cpp.template @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsLagrangianFEMKernels.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsLagrangianFEMKernels.hpp index fac98f550b..2ccdfd7a87 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsLagrangianFEMKernels.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/SolidMechanicsLagrangianFEMKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/StrainHelper.hpp b/src/coreComponents/physicsSolvers/solidMechanics/kernels/StrainHelper.hpp index d77b1cb1e2..d1c5567eff 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/StrainHelper.hpp +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/StrainHelper.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/solidMechanics/kernels/policies.hpp.in b/src/coreComponents/physicsSolvers/solidMechanics/kernels/policies.hpp.in index 2cbf4ce9a1..c14654cf0c 100644 --- a/src/coreComponents/physicsSolvers/solidMechanics/kernels/policies.hpp.in +++ b/src/coreComponents/physicsSolvers/solidMechanics/kernels/policies.hpp.in @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/CMakeLists.txt b/src/coreComponents/physicsSolvers/surfaceGeneration/CMakeLists.txt index 9bcfd8fdc9..eb2b85d035 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/CMakeLists.txt +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/CMakeLists.txt @@ -17,5 +17,6 @@ set( physicsSolvers_sources surfaceGeneration/EmbeddedSurfaceGenerator.cpp surfaceGeneration/EmbeddedSurfacesParallelSynchronization.cpp surfaceGeneration/ParallelTopologyChange.cpp + surfaceGeneration/ParallelTopologyChangeNoFixup.cpp surfaceGeneration/SurfaceGenerator.cpp PARENT_SCOPE ) \ No newline at end of file diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.cpp b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.cpp index a0ce1d96de..da4e285636 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.cpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.hpp index 043530d94a..5f9219a4ea 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfaceGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.cpp b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.cpp index 3e41eb295f..26d1c5fe38 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.cpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.hpp index 02714f610e..eb92f4dc8b 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/EmbeddedSurfacesParallelSynchronization.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/LogLevelsInfo.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/LogLevelsInfo.hpp index a3be90fff0..564e5fd95a 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/LogLevelsInfo.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/LogLevelsInfo.hpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.cpp b/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.cpp index 8cdac92ae6..5f10b92116 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.cpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -26,7 +26,7 @@ #include "mesh/mpiCommunications/CommunicationTools.hpp" #include "mesh/mpiCommunications/MPI_iCommData.hpp" - +#if PARALLEL_TOPOLOGY_CHANGE_METHOD==0 namespace geos { @@ -507,7 +507,7 @@ void packNewModifiedObjectsToGhosts( NeighborCommunicator * const neighbor, elemRegion.forElementSubRegionsIndex< FaceElementSubRegion >( [&]( localIndex const esr, FaceElementSubRegion & subRegion ) { - ArrayOfArraysView< localIndex const > const faceList = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const faceList = subRegion.faceList().toViewConst(); localIndex_array & elemGhostsToSend = subRegion.getNeighborData( neighbor->neighborRank() ).ghostsToSend(); elemGhostsToSend.move( hostMemorySpace ); for( localIndex const & k : receivedObjects.newElements.at( {er, esr} ) ) @@ -1024,3 +1024,4 @@ void parallelTopologyChange::synchronizeTopologyChange( MeshLevel * const mesh, } /* namespace geos */ +#endif // PARALLEL_TOPOLOGY_CHANGE_METHOD==0 diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.hpp index 901a12b30a..249cb5c434 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChange.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -22,6 +22,8 @@ #include "physicsSolvers/surfaceGeneration/SurfaceGenerator.hpp" +#define PARALLEL_TOPOLOGY_CHANGE_METHOD 1 + namespace geos { class MeshLevel; @@ -37,6 +39,59 @@ void synchronizeTopologyChange( MeshLevel * const mesh, ModifiedObjectLists & receivedObjects, int mpiCommOrder ); + + +struct TopologyChangeStepData +{ + void init( ElementRegionManager const & elemManager ) + { + m_nodes.resize( 0 ); + m_edges.resize( 0 ); + m_faces.resize( 0 ); + m_elements.resize( elemManager.numRegions() ); + m_elementsView.resize( elemManager.numRegions() ); + m_elementsData.resize( elemManager.numRegions() ); + m_size = 0; + + for( localIndex er=0; er m_elements; + ElementRegionManager::ElementViewAccessor< arrayView1d< localIndex > > m_elementsView; + + array1d< array1d< localIndex_array > > m_elementsData; + buffer_type::size_type m_size; + +}; + +struct TopologyChangeUnpackStepData : public TopologyChangeStepData +{ + void init( buffer_type const & receiveBuffer, + ElementRegionManager const & elemManager ) + { + m_bufferPtr = receiveBuffer.data(); + TopologyChangeStepData::init( elemManager ); + } + + buffer_unit_type const * m_bufferPtr; +}; + } } diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChangeNoFixup.cpp b/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChangeNoFixup.cpp new file mode 100644 index 0000000000..44f4206941 --- /dev/null +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/ParallelTopologyChangeNoFixup.cpp @@ -0,0 +1,1291 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +/** + * @file ParallelTopologyChange.cpp + */ + +#include "ParallelTopologyChange.hpp" + +#include "common/GeosxMacros.hpp" +#include "common/TimingMacros.hpp" +#include "mesh/ElementRegionManager.hpp" +#include "mesh/MeshFields.hpp" +#include "mesh/mpiCommunications/CommunicationTools.hpp" +#include "mesh/mpiCommunications/MPI_iCommData.hpp" + +#if PARALLEL_TOPOLOGY_CHANGE_METHOD==1 +namespace geos +{ + +using namespace dataRepository; + +namespace parallelTopologyChange +{ + + +template< typename T > +void filterNonOwnedFromContainer( array1d< localIndex > & newList, + T const & container, + arrayView1d< localIndex const > const & ghostRank, + integer const neighborRank ) +{ + newList.resize( container.size()); + { + localIndex a=0; + for( auto index : container ) + { + if( ghostRank[index] == neighborRank ) + { + newList[a] = index; + ++a; + } + } + newList.resize( a ); + } +} + +template< typename T > +void filterNonOwnedFromContainer( array1d< localIndex > & newList, + T const & container, + arrayView1d< localIndex const > const & parentIndices, + arrayView1d< localIndex const > const & ghostRank, + integer const neighborRank ) +{ + newList.resize( container.size()); + { + localIndex a=0; + for( auto index : container ) + { + localIndex const parentIndex = ObjectManagerBase::getParentRecursive( parentIndices, index ); + if( ghostRank[parentIndex] == neighborRank ) + { + newList[a] = index; + ++a; + } + } + newList.resize( a ); + } +} + +void filterNewObjectsForPackToGhosts( std::set< localIndex > const & objectList, + arrayView1d< localIndex > const & parentIndices, + localIndex_array & ghostsToSend, + localIndex_array & objectsToSend ) +{ + + ghostsToSend.move( hostMemorySpace ); + //TODO this needs to be inverted since the ghostToSend list should be much longer.... + // and the objectList is a searchable set. + for( auto const index : objectList ) + { + localIndex const parentIndex = parentIndices[index]; + for( localIndex a=0; a const & objectList, + localIndex_array const & ghostsToSend, + localIndex_array & objectsToSend ) +{ + ghostsToSend.move( hostMemorySpace ); + for( localIndex a=0; a 0 ) + { + objectsToSend.emplace_back( ghostsToSend[a] ); + } + } +} + + + +//***** 1A *****// +void packNewAndModifiedObjectsToOwningRanks( NeighborCommunicator & neighbor, + MeshLevel * const meshLevel, + ModifiedObjectLists const & modifiedObjects, + int const commID ) +{ + int bufferSize = 0; + + NodeManager & nodeManager = meshLevel->getNodeManager(); + EdgeManager & edgeManager = meshLevel->getEdgeManager(); + FaceManager & faceManager = meshLevel->getFaceManager(); + ElementRegionManager & elemManager = meshLevel->getElemManager(); + + arrayView1d< integer const > const & nodeGhostRank = nodeManager.ghostRank(); + arrayView1d< integer const > const & edgeGhostRank = edgeManager.ghostRank(); + arrayView1d< integer const > const & faceGhostRank = faceManager.ghostRank(); + + arrayView1d< localIndex const > const & parentNodeIndices = nodeManager.getField< fields::parentIndex >(); + arrayView1d< localIndex const > const & parentEdgeIndices = edgeManager.getField< fields::parentIndex >(); + arrayView1d< localIndex const > const & parentFaceIndices = faceManager.getField< fields::parentIndex >(); + + int const neighborRank = neighbor.neighborRank(); + + array1d< localIndex > newNodePackListArray; filterNonOwnedFromContainer( newNodePackListArray, modifiedObjects.newNodes, parentNodeIndices, nodeGhostRank, neighborRank ); + array1d< localIndex > modNodePackListArray; filterNonOwnedFromContainer( modNodePackListArray, modifiedObjects.modifiedNodes, parentNodeIndices, nodeGhostRank, neighborRank ); + array1d< localIndex > newEdgePackListArray; filterNonOwnedFromContainer( newEdgePackListArray, modifiedObjects.newEdges, parentEdgeIndices, edgeGhostRank, neighborRank ); + array1d< localIndex > modEdgePackListArray; filterNonOwnedFromContainer( modEdgePackListArray, modifiedObjects.modifiedEdges, parentEdgeIndices, edgeGhostRank, neighborRank ); + array1d< localIndex > newFacePackListArray; filterNonOwnedFromContainer( newFacePackListArray, modifiedObjects.newFaces, parentFaceIndices, faceGhostRank, neighborRank ); + array1d< localIndex > modFacePackListArray; filterNonOwnedFromContainer( modFacePackListArray, modifiedObjects.modifiedFaces, parentFaceIndices, faceGhostRank, neighborRank ); + + + ElementRegionManager::ElementViewAccessor< arrayView1d< localIndex > > newElemPackList; + array1d< array1d< localIndex_array > > newElemData; + ElementRegionManager::ElementReferenceAccessor< localIndex_array > modElemPackList; + array1d< array1d< localIndex_array > > modElemData; + newElemPackList.resize( elemManager.numRegions()); + newElemData.resize( elemManager.numRegions()); + modElemPackList.resize( elemManager.numRegions()); + modElemData.resize( elemManager.numRegions()); + for( localIndex er=0; er const & subRegionGhostRank = subRegion.ghostRank(); + if( modifiedObjects.modifiedElements.count( {er, esr} ) > 0 ) + { + std::set< localIndex > const & elemList = modifiedObjects.modifiedElements.at( {er, esr} ); + filterNonOwnedFromContainer( modElemData[er][esr], elemList, subRegionGhostRank, neighborRank ); + } + + if( modifiedObjects.newElements.count( {er, esr} ) > 0 ) + { + std::set< localIndex > const & elemList = modifiedObjects.newElements.at( {er, esr} ); + filterNonOwnedFromContainer( newElemData[er][esr], elemList, subRegionGhostRank, neighborRank ); + } + + newElemPackList[er][esr] = newElemData[er][esr]; + modElemPackList[er][esr].set( modElemData[er][esr] ); + } + } + + // if we start packing sizing on device + async, poll for completion + parallelDeviceEvents sizeEvents; + bufferSize += nodeManager.packGlobalMapsSize( newNodePackListArray, 0 ); + bufferSize += edgeManager.packGlobalMapsSize( newEdgePackListArray, 0 ); + bufferSize += faceManager.packGlobalMapsSize( newFacePackListArray, 0 ); + bufferSize += elemManager.packGlobalMapsSize( newElemPackList ); + + bufferSize += nodeManager.packParentChildMapsSize( newNodePackListArray ); + bufferSize += edgeManager.packParentChildMapsSize( newEdgePackListArray ); + bufferSize += faceManager.packParentChildMapsSize( newFacePackListArray ); + bufferSize += elemManager.packFaceElementToFaceSize( newElemPackList ); + + bufferSize += nodeManager.packUpDownMapsSize( newNodePackListArray ); + bufferSize += edgeManager.packUpDownMapsSize( newEdgePackListArray ); + bufferSize += faceManager.packUpDownMapsSize( newFacePackListArray ); + bufferSize += elemManager.packUpDownMapsSize( newElemPackList ); + + bufferSize += nodeManager.packSize( newNodePackListArray, 0, false, sizeEvents ); + bufferSize += edgeManager.packSize( newEdgePackListArray, 0, false, sizeEvents ); + bufferSize += faceManager.packSize( newFacePackListArray, 0, false, sizeEvents ); + bufferSize += elemManager.packSize( newElemPackList ); + + bufferSize += nodeManager.packUpDownMapsSize( modNodePackListArray ); + bufferSize += edgeManager.packUpDownMapsSize( modEdgePackListArray ); + bufferSize += faceManager.packUpDownMapsSize( modFacePackListArray ); + bufferSize += elemManager.packUpDownMapsSize( modElemPackList ); + + bufferSize += nodeManager.packParentChildMapsSize( modNodePackListArray ); + bufferSize += edgeManager.packParentChildMapsSize( modEdgePackListArray ); + bufferSize += faceManager.packParentChildMapsSize( modFacePackListArray ); + + bufferSize += nodeManager.packSize( modNodePackListArray, 0, false, sizeEvents ); + bufferSize += edgeManager.packSize( modEdgePackListArray, 0, false, sizeEvents ); + bufferSize += faceManager.packSize( modFacePackListArray, 0, false, sizeEvents ); + + waitAllDeviceEvents( sizeEvents ); + neighbor.resizeSendBuffer( commID, bufferSize ); + + buffer_type & sendBuffer = neighbor.sendBuffer( commID ); + buffer_unit_type * sendBufferPtr = sendBuffer.data(); + + // empty event buffer + int packedSize = 0; + parallelDeviceEvents packEvents; + + packedSize += nodeManager.packGlobalMaps( sendBufferPtr, newNodePackListArray, 0 ); + packedSize += edgeManager.packGlobalMaps( sendBufferPtr, newEdgePackListArray, 0 ); + packedSize += faceManager.packGlobalMaps( sendBufferPtr, newFacePackListArray, 0 ); + packedSize += elemManager.packGlobalMaps( sendBufferPtr, newElemPackList ); + + packedSize += nodeManager.packParentChildMaps( sendBufferPtr, newNodePackListArray ); + packedSize += edgeManager.packParentChildMaps( sendBufferPtr, newEdgePackListArray ); + packedSize += faceManager.packParentChildMaps( sendBufferPtr, newFacePackListArray ); + packedSize += elemManager.packFaceElementToFace( sendBufferPtr, newElemPackList ); + + packedSize += nodeManager.packUpDownMaps( sendBufferPtr, newNodePackListArray ); + packedSize += edgeManager.packUpDownMaps( sendBufferPtr, newEdgePackListArray ); + packedSize += faceManager.packUpDownMaps( sendBufferPtr, newFacePackListArray ); + packedSize += elemManager.packUpDownMaps( sendBufferPtr, newElemPackList ); + + packedSize += nodeManager.pack( sendBufferPtr, newNodePackListArray, 0, false, packEvents ); + packedSize += edgeManager.pack( sendBufferPtr, newEdgePackListArray, 0, false, packEvents ); + packedSize += faceManager.pack( sendBufferPtr, newFacePackListArray, 0, false, packEvents ); + packedSize += elemManager.pack( sendBufferPtr, newElemPackList ); + + packedSize += nodeManager.packUpDownMaps( sendBufferPtr, modNodePackListArray ); + packedSize += edgeManager.packUpDownMaps( sendBufferPtr, modEdgePackListArray ); + packedSize += faceManager.packUpDownMaps( sendBufferPtr, modFacePackListArray ); + packedSize += elemManager.packUpDownMaps( sendBufferPtr, modElemPackList ); + + packedSize += nodeManager.packParentChildMaps( sendBufferPtr, modNodePackListArray ); + packedSize += edgeManager.packParentChildMaps( sendBufferPtr, modEdgePackListArray ); + packedSize += faceManager.packParentChildMaps( sendBufferPtr, modFacePackListArray ); + + packedSize += nodeManager.pack( sendBufferPtr, modNodePackListArray, 0, false, packEvents ); + packedSize += edgeManager.pack( sendBufferPtr, modEdgePackListArray, 0, false, packEvents ); + packedSize += faceManager.pack( sendBufferPtr, modFacePackListArray, 0, false, packEvents ); + + // poll for pack completion here + waitAllDeviceEvents( packEvents ); + GEOS_ERROR_IF( bufferSize != packedSize, + "Allocated Buffer Size ("<getNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + unpackStateData.init( neighbor.receiveBuffer( commID ), elemManager ); + buffer_unit_type const * & receiveBufferPtr = unpackStateData.m_bufferPtr; + + localIndex_array & newLocalNodes = unpackStateData.m_nodes; + localIndex_array & newLocalEdges = unpackStateData.m_edges; + localIndex_array & newLocalFaces = unpackStateData.m_faces; + ElementRegionManager::ElementReferenceAccessor< array1d< localIndex > > & newLocalElements = unpackStateData.m_elements; + array1d< array1d< localIndex_array > > & newLocalElementsData = unpackStateData.m_elementsData; + + newLocalNodes.resize( 0 ); + newLocalEdges.resize( 0 ); + newLocalFaces.resize( 0 ); + + + newLocalElements.resize( elemManager.numRegions()); + newLocalElementsData.resize( elemManager.numRegions()); + for( localIndex er=0; er & allNewNodes = receivedObjects.newNodes; + std::set< localIndex > & allNewEdges = receivedObjects.newEdges; + std::set< localIndex > & allNewFaces = receivedObjects.newFaces; + map< std::pair< localIndex, localIndex >, std::set< localIndex > > & allNewElements = receivedObjects.newElements; + + allNewNodes.insert( newLocalNodes.begin(), newLocalNodes.end() ); + allNewEdges.insert( newLocalEdges.begin(), newLocalEdges.end() ); + allNewFaces.insert( newLocalFaces.begin(), newLocalFaces.end() ); + + for( localIndex er=0; ergetNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + localIndex_array & newNodesToSend = packData.m_nodes; + localIndex_array & newEdgesToSend = packData.m_edges; + localIndex_array & newFacesToSend = packData.m_faces; + ElementRegionManager::ElementViewAccessor< arrayView1d< localIndex > > & newElemsToSend = packData.m_elementsView; + array1d< array1d< localIndex_array > > & newElemsToSendData = packData.m_elementsData; + + + localIndex_array & nodeGhostsToSend = nodeManager.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + localIndex_array & edgeGhostsToSend = edgeManager.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + localIndex_array & faceGhostsToSend = faceManager.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + + arrayView1d< localIndex > const & nodalParentIndices = nodeManager.getField< fields::parentIndex >(); + arrayView1d< localIndex > const & edgeParentIndices = edgeManager.getField< fields::parentIndex >(); + arrayView1d< localIndex > const & faceParentIndices = faceManager.getField< fields::parentIndex >(); + + filterNewObjectsForPackToGhosts( modifiedObjects.newNodes, nodalParentIndices, nodeGhostsToSend, newNodesToSend ); + filterNewObjectsForPackToGhosts( modifiedObjects.newEdges, edgeParentIndices, edgeGhostsToSend, newEdgesToSend ); + filterNewObjectsForPackToGhosts( modifiedObjects.newFaces, faceParentIndices, faceGhostsToSend, newFacesToSend ); + + SortedArray< localIndex > faceGhostsToSendSet; + for( localIndex const & kf : faceGhostsToSend ) + { + faceGhostsToSendSet.insert( kf ); + } + + newElemsToSendData.resize( elemManager.numRegions() ); + newElemsToSend.resize( elemManager.numRegions() ); + for( localIndex er=0; er( [&]( localIndex const esr, + FaceElementSubRegion & subRegion ) + { + arrayView2d< localIndex const > const faceList = subRegion.faceList().toViewConst(); + localIndex_array & elemGhostsToSend = subRegion.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + elemGhostsToSend.move( hostMemorySpace ); + for( localIndex const & k : modifiedObjects.newElements.at( {er, esr} ) ) + { + if( faceGhostsToSendSet.count( faceList( k, 0 ) ) ) + { + newElemsToSendData[er][esr].emplace_back( k ); + elemGhostsToSend.emplace_back( k ); + } + } + newElemsToSend[er][esr] = newElemsToSendData[er][esr]; + } ); + } + + int bufferSize = 0; + + bufferSize += nodeManager.packGlobalMapsSize( newNodesToSend, 0 ); + bufferSize += edgeManager.packGlobalMapsSize( newEdgesToSend, 0 ); + bufferSize += faceManager.packGlobalMapsSize( newFacesToSend, 0 ); + bufferSize += elemManager.packGlobalMapsSize( newElemsToSend ); + bufferSize += elemManager.packFaceElementToFaceSize( newElemsToSend ); + + neighbor.resizeSendBuffer( commID, bufferSize ); + + buffer_type & sendBuffer = neighbor.sendBuffer( commID ); + buffer_unit_type * sendBufferPtr = sendBuffer.data(); + + int packedSize = 0; + + packedSize += nodeManager.packGlobalMaps( sendBufferPtr, newNodesToSend, 0 ); + packedSize += edgeManager.packGlobalMaps( sendBufferPtr, newEdgesToSend, 0 ); + packedSize += faceManager.packGlobalMaps( sendBufferPtr, newFacesToSend, 0 ); + packedSize += elemManager.packGlobalMaps( sendBufferPtr, newElemsToSend ); + packedSize += elemManager.packFaceElementToFace( sendBufferPtr, newElemsToSend ); + + GEOS_ERROR_IF( bufferSize != packedSize, "Allocated Buffer Size is not equal to packed buffer size" ); +} + + +//***** 2b *****// +void unpackNewObjectsOnGhosts( NeighborCommunicator & neighbor, + int commID, + MeshLevel * const mesh, + ModifiedObjectLists & receivedObjects ) +{ + + NodeManager & nodeManager = mesh->getNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + localIndex_array & nodeGhostsToRecv = nodeManager.getNeighborData( neighbor.neighborRank() ).ghostsToReceive(); + localIndex_array & edgeGhostsToRecv = edgeManager.getNeighborData( neighbor.neighborRank() ).ghostsToReceive(); + localIndex_array & faceGhostsToRecv = faceManager.getNeighborData( neighbor.neighborRank() ).ghostsToReceive(); + + buffer_type const & receiveBuffer = neighbor.receiveBuffer( commID ); + buffer_unit_type const * receiveBufferPtr = receiveBuffer.data(); + + localIndex_array newGhostNodes; + localIndex_array newGhostEdges; + localIndex_array newGhostFaces; + + ElementRegionManager::ElementReferenceAccessor< localIndex_array > newGhostElems; + array1d< array1d< localIndex_array > > newGhostElemsData; + newGhostElems.resize( elemManager.numRegions() ); + newGhostElemsData.resize( elemManager.numRegions() ); + for( localIndex er=0; er 0 ) + { + nodeGhostsToRecv.move( hostMemorySpace ); + for( localIndex a=0; a 0 ) + { + edgeGhostsToRecv.move( hostMemorySpace ); + for( localIndex a=0; a 0 ) + { + faceGhostsToRecv.move( hostMemorySpace ); + for( localIndex a=0; a( + [&]( localIndex const er, localIndex const esr, ElementRegionBase &, ElementSubRegionBase & subRegion ) + { + localIndex_array & elemGhostsToReceive = subRegion.getNeighborData( neighbor.neighborRank() ).ghostsToReceive(); + if( newGhostElemsData[er][esr].size() > 0 ) + { + elemGhostsToReceive.move( hostMemorySpace ); + + for( localIndex const & newElemIndex : newGhostElemsData[er][esr] ) + { + elemGhostsToReceive.emplace_back( newElemIndex ); + receivedObjects.newElements[ { er, esr } ].insert( newElemIndex ); + } + } + } ); + + receivedObjects.newNodes.insert( newGhostNodes.begin(), newGhostNodes.end() ); + receivedObjects.newEdges.insert( newGhostEdges.begin(), newGhostEdges.end() ); + receivedObjects.newFaces.insert( newGhostFaces.begin(), newGhostFaces.end() ); +} + + + +//***** 3a *****// +localIndex unpackNewAndModifiedObjectsDataOnOwningRanks( MeshLevel * const mesh, + ModifiedObjectLists & receivedObjects, + TopologyChangeUnpackStepData & unpackStateData ) +{ + GEOS_MARK_FUNCTION; + + NodeManager & nodeManager = mesh->getNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + buffer_unit_type const * & receiveBufferPtr = unpackStateData.m_bufferPtr; + + localIndex_array & newLocalNodes = unpackStateData.m_nodes; + localIndex_array & newLocalEdges = unpackStateData.m_edges; + localIndex_array & newLocalFaces = unpackStateData.m_faces; + + ElementRegionManager::ElementReferenceAccessor< array1d< localIndex > > & newLocalElements = unpackStateData.m_elements; + + localIndex_array modifiedLocalNodes; + localIndex_array modifiedLocalEdges; + localIndex_array modifiedLocalFaces; + + ElementRegionManager::ElementReferenceAccessor< localIndex_array > modifiedLocalElements; + array1d< array1d< localIndex_array > > modifiedLocalElementsData; + + modifiedLocalElements.resize( elemManager.numRegions()); + modifiedLocalElementsData.resize( elemManager.numRegions()); + for( localIndex er=0; er & allModifiedNodes = receivedObjects.modifiedNodes; + std::set< localIndex > & allModifiedEdges = receivedObjects.modifiedEdges; + std::set< localIndex > & allModifiedFaces = receivedObjects.modifiedFaces; + map< std::pair< localIndex, localIndex >, std::set< localIndex > > & allModifiedElements = receivedObjects.modifiedElements; + + allModifiedNodes.insert( modifiedLocalNodes.begin(), modifiedLocalNodes.end() ); + + allModifiedEdges.insert( modifiedLocalEdges.begin(), modifiedLocalEdges.end() ); + + allModifiedFaces.insert( modifiedLocalFaces.begin(), modifiedLocalFaces.end() ); + + for( localIndex er=0; ergetNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + localIndex_array & newNodesToSend = packData.m_nodes; + localIndex_array & newEdgesToSend = packData.m_edges; + localIndex_array & newFacesToSend = packData.m_faces; + ElementRegionManager::ElementViewAccessor< arrayView1d< localIndex > > & newElemsToSend = packData.m_elementsView; + // array1d< array1d< localIndex_array > > & newElemsToSendData = packData.m_elementsData; + + localIndex_array modNodesToSend; + localIndex_array modEdgesToSend; + localIndex_array modFacesToSend; + ElementRegionManager::ElementReferenceAccessor< localIndex_array > modElemsToSend; + array1d< array1d< localIndex_array > > modElemsToSendData; + + localIndex_array & nodeGhostsToSend = nodeManager.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + localIndex_array & edgeGhostsToSend = edgeManager.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + localIndex_array & faceGhostsToSend = faceManager.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + + filterModObjectsForPackToGhosts( receivedObjects.modifiedNodes, nodeGhostsToSend, modNodesToSend ); + filterModObjectsForPackToGhosts( receivedObjects.modifiedEdges, edgeGhostsToSend, modEdgesToSend ); + filterModObjectsForPackToGhosts( receivedObjects.modifiedFaces, faceGhostsToSend, modFacesToSend ); + + // newElemsToSendData.resize( elemManager.numRegions() ); + // newElemsToSend.resize( elemManager.numRegions() ); + modElemsToSendData.resize( elemManager.numRegions() ); + modElemsToSend.resize( elemManager.numRegions() ); + for( localIndex er=0; er( [&]( localIndex const esr, + // FaceElementSubRegion & subRegion ) + // { + // ArrayOfArraysView< localIndex const > const faceList = subRegion.faceList().toViewConst(); + // localIndex_array & elemGhostsToSend = subRegion.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + // elemGhostsToSend.move( hostMemorySpace ); + // for( localIndex const & k : receivedObjects.newElements.at( {er, esr} ) ) + // { + // if( faceGhostsToSendSet.count( faceList( k, 0 ) ) ) + // { + // newElemsToSendData[er][esr].emplace_back( k ); + // elemGhostsToSend.emplace_back( k ); + // } + // } + // newElemsToSend[er][esr] = newElemsToSendData[er][esr]; + // } ); + + elemRegion.forElementSubRegionsIndex< ElementSubRegionBase >( [&]( localIndex const esr, + ElementSubRegionBase const & subRegion ) + { + modElemsToSend[er][esr].set( modElemsToSendData[er][esr] ); + arrayView1d< localIndex const > const & elemGhostsToSend = subRegion.getNeighborData( neighbor.neighborRank() ).ghostsToSend(); + for( localIndex const ghostToSend : elemGhostsToSend ) + { + if( receivedObjects.modifiedElements.at( { er, esr } ).count( ghostToSend ) > 0 ) + { + modElemsToSendData[er][esr].emplace_back( ghostToSend ); + } + } + } ); + } + + parallelDeviceEvents sizeEvents; + int bufferSize = 0; + + + bufferSize += nodeManager.packUpDownMapsSize( newNodesToSend ); + bufferSize += edgeManager.packUpDownMapsSize( newEdgesToSend ); + bufferSize += faceManager.packUpDownMapsSize( newFacesToSend ); + bufferSize += elemManager.packUpDownMapsSize( newElemsToSend ); + + bufferSize += nodeManager.packParentChildMapsSize( newNodesToSend ); + bufferSize += edgeManager.packParentChildMapsSize( newEdgesToSend ); + bufferSize += faceManager.packParentChildMapsSize( newFacesToSend ); + + bufferSize += nodeManager.packSize( newNodesToSend, 0, false, sizeEvents ); + bufferSize += edgeManager.packSize( newEdgesToSend, 0, false, sizeEvents ); + bufferSize += faceManager.packSize( newFacesToSend, 0, false, sizeEvents ); + bufferSize += elemManager.packSize( newElemsToSend ); + + bufferSize += nodeManager.packUpDownMapsSize( modNodesToSend ); + bufferSize += edgeManager.packUpDownMapsSize( modEdgesToSend ); + bufferSize += faceManager.packUpDownMapsSize( modFacesToSend ); + bufferSize += elemManager.packUpDownMapsSize( modElemsToSend ); + + bufferSize += nodeManager.packParentChildMapsSize( modNodesToSend ); + bufferSize += edgeManager.packParentChildMapsSize( modEdgesToSend ); + bufferSize += faceManager.packParentChildMapsSize( modFacesToSend ); + + waitAllDeviceEvents( sizeEvents ); + neighbor.resizeSendBuffer( commID, bufferSize ); + + buffer_type & sendBuffer = neighbor.sendBuffer( commID ); + buffer_unit_type * sendBufferPtr = sendBuffer.data(); + + parallelDeviceEvents packEvents; + int packedSize = 0; + + packedSize += nodeManager.packUpDownMaps( sendBufferPtr, newNodesToSend ); + packedSize += edgeManager.packUpDownMaps( sendBufferPtr, newEdgesToSend ); + packedSize += faceManager.packUpDownMaps( sendBufferPtr, newFacesToSend ); + packedSize += elemManager.packUpDownMaps( sendBufferPtr, newElemsToSend ); + + packedSize += nodeManager.packParentChildMaps( sendBufferPtr, newNodesToSend ); + packedSize += edgeManager.packParentChildMaps( sendBufferPtr, newEdgesToSend ); + packedSize += faceManager.packParentChildMaps( sendBufferPtr, newFacesToSend ); + + packedSize += nodeManager.pack( sendBufferPtr, newNodesToSend, 0, false, packEvents ); + packedSize += edgeManager.pack( sendBufferPtr, newEdgesToSend, 0, false, packEvents ); + packedSize += faceManager.pack( sendBufferPtr, newFacesToSend, 0, false, packEvents ); + packedSize += elemManager.pack( sendBufferPtr, newElemsToSend ); + + packedSize += nodeManager.packUpDownMaps( sendBufferPtr, modNodesToSend ); + packedSize += edgeManager.packUpDownMaps( sendBufferPtr, modEdgesToSend ); + packedSize += faceManager.packUpDownMaps( sendBufferPtr, modFacesToSend ); + packedSize += elemManager.packUpDownMaps( sendBufferPtr, modElemsToSend ); + + packedSize += nodeManager.packParentChildMaps( sendBufferPtr, modNodesToSend ); + packedSize += edgeManager.packParentChildMaps( sendBufferPtr, modEdgesToSend ); + packedSize += faceManager.packParentChildMaps( sendBufferPtr, modFacesToSend ); + + GEOS_ERROR_IF( bufferSize != packedSize, "Allocated Buffer Size is not equal to packed buffer size" ); + + waitAllDeviceEvents( packEvents ); +} + + +//***** 3c ***** +void unpackNewAndModifiedObjectsDataOnGhosts( NeighborCommunicator & neighbor, + int commID, + MeshLevel * const mesh, + ModifiedObjectLists & receivedObjects ) +{ + + NodeManager & nodeManager = mesh->getNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + buffer_type const & receiveBuffer = neighbor.receiveBuffer( commID ); + buffer_unit_type const * receiveBufferPtr = receiveBuffer.data(); + + localIndex_array newGhostNodes; + localIndex_array newGhostEdges; + localIndex_array newGhostFaces; + + localIndex_array modGhostNodes; + localIndex_array modGhostEdges; + localIndex_array modGhostFaces; + + ElementRegionManager::ElementReferenceAccessor< localIndex_array > newGhostElems; + array1d< array1d< localIndex_array > > newGhostElemsData; + newGhostElems.resize( elemManager.numRegions() ); + newGhostElemsData.resize( elemManager.numRegions() ); + ElementRegionManager::ElementReferenceAccessor< localIndex_array > modGhostElems; + array1d< array1d< localIndex_array > > modGhostElemsData; + modGhostElems.resize( elemManager.numRegions() ); + modGhostElemsData.resize( elemManager.numRegions() ); + for( localIndex er=0; er( + [&]( localIndex const er, localIndex const esr, ElementRegionBase &, ElementSubRegionBase & ) + { + receivedObjects.modifiedElements[ { er, esr } ].insert( modGhostElemsData[er][esr].begin(), + modGhostElemsData[er][esr].end() ); + } ); + + receivedObjects.modifiedNodes.insert( modGhostNodes.begin(), modGhostNodes.end() ); + receivedObjects.modifiedEdges.insert( modGhostEdges.begin(), modGhostEdges.end() ); + receivedObjects.modifiedFaces.insert( modGhostFaces.begin(), modGhostFaces.end() ); + +} + + + +void updateConnectorsToFaceElems( std::set< localIndex > const & newFaceElements, + FaceElementSubRegion & faceElemSubRegion ) +{ + ArrayOfArrays< localIndex > & connectorToElem = faceElemSubRegion.m_2dFaceTo2dElems; + map< localIndex, localIndex > & edgesToConnectorEdges = faceElemSubRegion.m_edgesTo2dFaces; + array1d< localIndex > & connectorEdgesToEdges = faceElemSubRegion.m_2dFaceToEdge; + + ArrayOfArraysView< localIndex const > const facesToEdges = faceElemSubRegion.edgeList().toViewConst(); + + for( localIndex const & kfe : newFaceElements ) + { + arraySlice1d< localIndex const > const faceToEdges = facesToEdges[kfe]; + for( localIndex ke=0; ke & neighbors, + ModifiedObjectLists & modifiedObjects, + ModifiedObjectLists & receivedObjects, + int mpiCommOrder ) +{ + + NodeManager & nodeManager = mesh->getNodeManager(); + EdgeManager & edgeManager = mesh->getEdgeManager(); + FaceManager & faceManager = mesh->getFaceManager(); + ElementRegionManager & elemManager = mesh->getElemManager(); + + + /************************************************************************************************ + * The goal is to synchronize the changes from the rank that has topology changes to + * ranks that have copies of the objects that were changed. In this "original" implementation, we + * do this without map unpacking optimizations intended to reduce communications. + * + * Nomenclature is key to understanding the process: + * - "New" objects are objects that have just been created on by the "active color rank (ACR)" + * - "Modified" objects are objects that have been modified by the ACR. + * + * - ACR (active color rank) is the rank that has created the topology changes. Given the way we + * map the colors to ranks, the ACR are NOT neighbors...i.e. do not communicate with each other. + * - OR (Owning rank/s) is the rank that owns the "new/modified" objects. This may or may not be + * the ACR. + * - GR (Ghosted rank/s) is the rank that has a ghost copy of the "new/modified" object. + * + * note: object parents define the owning rank. + * note: for any receive/unpack operation, the current rank is the rank performing the operation + * from each neighbor...i.e. the current rank is the OR and the GR. + * + * The sequence of steps are: + * 1a) On the ACR, pack the new/modified objects that are not owned by the ACR and send them to + * their OR. + * 1b) On the OR, unpack the new objects that are owned by the rank that has the changes. DO NOT + * unpack the maps as they will potentially contain indices that are not on the OR. + * + * At this point the OR has all the new objects that it owns...but not the maps or the fields. + * + * 2a) On the OR, pack the new objects that are owned by the rank and send them to the ranks + * where they are ghosted (GR). DO NOT PACK THE MAPS as they are incomplete. + * 2b) On the GR, unpack the new objects. + * + * Now everyone has all the objects and we can pack/send/receive/unpack the maps. + * + * 3a) On the OR, unpack the map modification on owning ranks from 1b). + * + * Now the OR has the correct maps. + * + * 3b) On the OR, pack the map/field modification and send to the GR. + * 3c) On the GR, unpack the map/field modifications. + * + ***********************************************************************************************/ + + + + //*********************************************************************************************** + // 1a) On the ACR, pack the new/modified objects that are not owned by the ACR and send them to + // their OR. + //*********************************************************************************************** + +// std::cout<<"***** Step 1a *****"< step1bUnpackData( neighbors.size() ); + for( unsigned int count=0; count( [&]( localIndex const er, + localIndex const esr, + ElementRegionBase &, + FaceElementSubRegion & subRegion ) + { + subRegion.inheritGhostRankFromParentFace( faceManager, receivedObjects.newElements[{er, esr}] ); + } ); + + MpiWrapper::waitAll( commData1.size(), + commData1.mpiSendBufferSizeRequest(), + commData1.mpiSendBufferSizeStatus() ); + + MpiWrapper::waitAll( commData1.size(), + commData1.mpiSendBufferRequest(), + commData1.mpiSendBufferSizeStatus() ); + + modifiedObjects.insert( receivedObjects ); + + + //************************************************************************************************ + // 2a) On the OR, pack the new objects that are owned by the rank and send them to the ranks + // where they are ghosted (GR). DO NOT PACK THE MAPS as they are incomplete. + //************************************************************************************************ + + MpiWrapper::barrier(); +// std::cout<<"***** Step 2a *****"< step2and3PackData( neighbors.size() ); + + // pack the new objects to send to ghost ranks + for( unsigned int neighborIndex=0; neighborIndex( [&]( localIndex const er, + localIndex const esr, + ElementRegionBase const &, + FaceElementSubRegion & subRegion ) + { + updateConnectorsToFaceElems( receivedObjects.newElements.at( {er, esr} ), subRegion ); + } ); + + + std::set< localIndex > allTouchedNodes; + allTouchedNodes.insert( modifiedObjects.newNodes.begin(), modifiedObjects.newNodes.end() ); + allTouchedNodes.insert( modifiedObjects.modifiedNodes.begin(), modifiedObjects.modifiedNodes.end() ); + nodeManager.depopulateUpMaps( allTouchedNodes, + edgeManager.nodeList(), + faceManager.nodeList().toViewConst(), + elemManager ); + + std::set< localIndex > allTouchedEdges; + allTouchedEdges.insert( modifiedObjects.newEdges.begin(), modifiedObjects.newEdges.end() ); + allTouchedEdges.insert( modifiedObjects.modifiedEdges.begin(), modifiedObjects.modifiedEdges.end() ); + edgeManager.depopulateUpMaps( allTouchedEdges, + faceManager.edgeList().toViewConst() ); + + std::set< localIndex > allTouchedFaces; + allTouchedFaces.insert( modifiedObjects.newFaces.begin(), modifiedObjects.newFaces.end() ); + allTouchedFaces.insert( modifiedObjects.modifiedFaces.begin(), modifiedObjects.modifiedFaces.end() ); + faceManager.depopulateUpMaps( allTouchedFaces, elemManager ); + + nodeManager.enforceStateFieldConsistencyPostTopologyChange( modifiedObjects.modifiedNodes ); + edgeManager.enforceStateFieldConsistencyPostTopologyChange( modifiedObjects.modifiedEdges ); + faceManager.enforceStateFieldConsistencyPostTopologyChange( modifiedObjects.modifiedFaces ); + + +} + +} + + + +} /* namespace geos */ +#endif // PARALLEL_TOPOLOGY_CHANGE_METHOD==1 diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.cpp b/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.cpp index 26089417c7..2e16f5bfee 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.cpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -18,7 +18,6 @@ */ #include "SurfaceGenerator.hpp" -#include "ParallelTopologyChange.hpp" #include "mesh/mpiCommunications/CommunicationTools.hpp" #include "mesh/mpiCommunications/NeighborCommunicator.hpp" @@ -36,6 +35,7 @@ #include "physicsSolvers/fluidFlow/FlowSolverBaseFields.hpp" #include "kernels/surfaceGenerationKernels.hpp" +#include "ParallelTopologyChange.hpp" #include @@ -722,7 +722,7 @@ int SurfaceGenerator::separationDriver( DomainPartition & domain, elementManager.forElementSubRegions< FaceElementSubRegion >( [&]( FaceElementSubRegion & subRegion ) { FaceElementSubRegion::NodeMapType & nodeMap = subRegion.nodeList(); - ArrayOfArraysView< localIndex const > const faceMap = subRegion.faceList().toViewConst(); + arrayView2d< localIndex const > const faceMap = subRegion.faceList().toViewConst(); for( localIndex kfe=0; kfe const & faceToEdgeMap = faceManager.edgeList().toViewConst(); - arraySlice1d< localIndex const > const & nodeToRegionMap = nodeManager.elementRegionList()[nodeID]; - arraySlice1d< localIndex const > const & nodeToSubRegionMap = nodeManager.elementSubRegionList()[nodeID]; - arraySlice1d< localIndex const > const & nodeToElementMap = nodeManager.elementList()[nodeID]; + arraySlice1d< localIndex const > const nodeToRegionMap = nodeManager.elementRegionList()[nodeID]; + arraySlice1d< localIndex const > const nodeToSubRegionMap = nodeManager.elementSubRegionList()[nodeID]; + arraySlice1d< localIndex const > const nodeToElementMap = nodeManager.elementList()[nodeID]; // BACKWARDS COMPATIBILITY HACK! // @@ -1936,6 +1936,7 @@ void SurfaceGenerator::performFracture( const localIndex nodeID, this->m_originalFaceToEdges.toViewConst(), faceIndices ); m_faceElemsRupturedThisSolve.insert( newFaceElement ); + GEOS_LOG_LEVEL_INFO_BY_RANK( logInfo::SurfaceGenerator, GEOS_FMT ( "Created new FaceElement {} when creating face {} from {}", newFaceElement, newFaceIndex, faceIndex ) ); modifiedObjects.newElements[ {fractureElementRegion.getIndexInParent(), 0} ].insert( newFaceElement ); } } // if( faceManager.SplitObject( faceIndex, newFaceIndex ) ) diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.hpp index 1064fe5f6b..4e435f9b56 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGenerator.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGeneratorFields.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGeneratorFields.hpp index 2217165e78..921cb0e7e4 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGeneratorFields.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/SurfaceGeneratorFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernels.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernels.hpp index beeea1533c..3a3198c9e0 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernels.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernels.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernelsHelpers.hpp b/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernelsHelpers.hpp index 926e6bde6b..1e1a596bb6 100644 --- a/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernelsHelpers.hpp +++ b/src/coreComponents/physicsSolvers/surfaceGeneration/kernels/surfaceGenerationKernelsHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.cpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.cpp index e6be717bb3..506c95a3d5 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.hpp index 18daccacb0..173600e1b9 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEMKernel.hpp index ccc359a55e..92f3677328 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/firstOrderEqn/isotropic/AcousticFirstOrderWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIFields.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIFields.hpp index 1069ee8ae3..a53cf0c52a 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIFields.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.cpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.cpp index 1257b0ef41..28b2497012 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.hpp index df6d248581..dcfe6da4d1 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEMKernel.hpp index 3c388de273..c0b6e66e19 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/anisotropic/AcousticVTIWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticPMLSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticPMLSEMKernel.hpp index 6cb55e191a..8f1b96077b 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticPMLSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticPMLSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.cpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.cpp index 059259cb12..c47e6e83fc 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -77,7 +77,7 @@ void AcousticWaveEquationSEM::registerDataOnMesh( Group & meshBodies ) nodeManager.registerField< acousticfields::Pressure_nm1, acousticfields::Pressure_n, acousticfields::Pressure_np1, - acousticfields::PressureDoubleDerivative, + acousticfields::PressureForward, acousticfields::ForcingRHS, acousticfields::AcousticMassVector, acousticfields::DampingVector, @@ -106,6 +106,7 @@ void AcousticWaveEquationSEM::registerDataOnMesh( Group & meshBodies ) subRegion.registerField< acousticfields::AcousticVelocity >( getName() ); subRegion.registerField< acousticfields::AcousticDensity >( getName() ); subRegion.registerField< acousticfields::PartialGradient >( getName() ); + subRegion.registerField< acousticfields::PartialGradient2 >( getName() ); } ); } ); @@ -298,6 +299,8 @@ void AcousticWaveEquationSEM::initializePostInitialConditionsPreSubGroups() arrayView1d< real32 > grad = elementSubRegion.getField< acousticfields::PartialGradient >(); grad.zero(); + arrayView1d< real32 > grad2 = elementSubRegion.getField< acousticfields::PartialGradient2 >(); + grad2.zero(); finiteElement::FiniteElementDispatchHandler< SEM_FE_TYPES >::dispatch3D( fe, [&] ( auto const finiteElement ) { @@ -881,43 +884,35 @@ real64 AcousticWaveEquationSEM::explicitStepForward( real64 const & time_n, { NodeManager & nodeManager = mesh.getNodeManager(); - arrayView1d< real32 > const p_nm1 = nodeManager.getField< acousticfields::Pressure_nm1 >(); arrayView1d< real32 > const p_n = nodeManager.getField< acousticfields::Pressure_n >(); - arrayView1d< real32 > const p_np1 = nodeManager.getField< acousticfields::Pressure_np1 >(); if( computeGradient && cycleNumber >= 0 ) { - arrayView1d< real32 > const p_dt2 = nodeManager.getField< acousticfields::PressureDoubleDerivative >(); - if( m_enableLifo ) { if( !m_lifo ) { int const rank = MpiWrapper::commRank( MPI_COMM_GEOS ); - std::string lifoPrefix = GEOS_FMT( "lifo/rank_{:05}/pdt2_shot{:06}", rank, m_shotIndex ); - m_lifo = std::make_unique< LifoStorage< real32, localIndex > >( lifoPrefix, p_dt2, m_lifoOnDevice, m_lifoOnHost, m_lifoSize ); + std::string lifoPrefix = GEOS_FMT( "lifo/rank_{:05}/p_forward_shot{:06}", rank, m_shotIndex ); + m_lifo = std::make_unique< LifoStorage< real32, localIndex > >( lifoPrefix, p_n, m_lifoOnDevice, m_lifoOnHost, m_lifoSize ); } m_lifo->pushWait(); } - forAll< EXEC_POLICY >( nodeManager.size(), [=] GEOS_HOST_DEVICE ( localIndex const nodeIdx ) - { - p_dt2[nodeIdx] = (p_np1[nodeIdx] - 2*p_n[nodeIdx] + p_nm1[nodeIdx]) / pow( dt, 2 ); - } ); if( m_enableLifo ) { // Need to tell LvArray data is on GPU to avoir HtoD copy - p_dt2.move( LvArray::MemorySpace::cuda, false ); - m_lifo->pushAsync( p_dt2 ); + p_n.move( LvArray::MemorySpace::cuda, false ); + m_lifo->pushAsync( p_n ); } else { GEOS_MARK_SCOPE ( DirectWrite ); - p_dt2.move( LvArray::MemorySpace::host, false ); + p_n.move( LvArray::MemorySpace::host, false ); int const rank = MpiWrapper::commRank( MPI_COMM_GEOS ); - std::string fileName = GEOS_FMT( "lifo/rank_{:05}/pressuredt2_{:06}_{:08}.dat", rank, m_shotIndex, cycleNumber ); + std::string fileName = GEOS_FMT( "lifo/rank_{:05}/pressure_forward_{:06}_{:08}.dat", rank, m_shotIndex, cycleNumber ); int lastDirSeparator = fileName.find_last_of( "/\\" ); std::string dirName = fileName.substr( 0, lastDirSeparator ); if( string::npos != (size_t)lastDirSeparator && !directoryExists( dirName )) @@ -929,7 +924,7 @@ real64 AcousticWaveEquationSEM::explicitStepForward( real64 const & time_n, GEOS_THROW_IF( !wf, getDataContext() << ": Could not open file "<< fileName << " for writing", InputError ); - wf.write( (char *)&p_dt2[0], p_dt2.size()*sizeof( real32 ) ); + wf.write( (char *)&p_n[0], p_n.size()*sizeof( real32 ) ); wf.close( ); GEOS_THROW_IF( !wf.good(), getDataContext() << ": An error occured while writing "<< fileName, @@ -959,12 +954,18 @@ real64 AcousticWaveEquationSEM::explicitStepBackward( real64 const & time_n, { NodeManager & nodeManager = mesh.getNodeManager(); - arrayView1d< real32 const > const mass = nodeManager.getField< acousticfields::AcousticMassVector >(); - arrayView1d< real32 > const p_nm1 = nodeManager.getField< acousticfields::Pressure_nm1 >(); arrayView1d< real32 > const p_n = nodeManager.getField< acousticfields::Pressure_n >(); arrayView1d< real32 > const p_np1 = nodeManager.getField< acousticfields::Pressure_np1 >(); + //// Compute q_dt2 and store it in p_nm1 + SortedArrayView< localIndex const > const solverTargetNodesSet = m_solverTargetNodesSet.toViewConst(); + forAll< EXEC_POLICY >( solverTargetNodesSet.size(), [=] GEOS_HOST_DEVICE ( localIndex const n ) + { + localIndex const a = solverTargetNodesSet[n]; + p_nm1[a] = (p_np1[a] - 2*p_n[a] + p_nm1[a]) / pow( dt, 2 ); + } ); + EventManager const & event = getGroupByPath< EventManager >( "/Problem/Events" ); real64 const & maxTime = event.getReference< real64 >( EventManager::viewKeyStruct::maxTimeString() ); int const maxCycle = int(round( maxTime / dt )); @@ -973,11 +974,11 @@ real64 AcousticWaveEquationSEM::explicitStepBackward( real64 const & time_n, { ElementRegionManager & elemManager = mesh.getElemManager(); - arrayView1d< real32 > const p_dt2 = nodeManager.getField< acousticfields::PressureDoubleDerivative >(); + arrayView1d< real32 > const p_forward = nodeManager.getField< acousticfields::PressureForward >(); if( m_enableLifo ) { - m_lifo->pop( p_dt2 ); + m_lifo->pop( p_forward ); if( m_lifo->empty() ) delete m_lifo.release(); } @@ -986,37 +987,60 @@ real64 AcousticWaveEquationSEM::explicitStepBackward( real64 const & time_n, GEOS_MARK_SCOPE ( DirectRead ); int const rank = MpiWrapper::commRank( MPI_COMM_GEOS ); - std::string fileName = GEOS_FMT( "lifo/rank_{:05}/pressuredt2_{:06}_{:08}.dat", rank, m_shotIndex, cycleNumber ); + std::string fileName = GEOS_FMT( "lifo/rank_{:05}/pressure_forward_{:06}_{:08}.dat", rank, m_shotIndex, cycleNumber ); std::ifstream wf( fileName, std::ios::in | std::ios::binary ); GEOS_THROW_IF( !wf, getDataContext() << ": Could not open file "<< fileName << " for reading", InputError ); - p_dt2.move( LvArray::MemorySpace::host, true ); - wf.read( (char *)&p_dt2[0], p_dt2.size()*sizeof( real32 ) ); + p_forward.move( LvArray::MemorySpace::host, true ); + wf.read( (char *)&p_forward[0], p_forward.size()*sizeof( real32 ) ); wf.close( ); remove( fileName.c_str() ); } elemManager.forElementSubRegions< CellElementSubRegion >( regionNames, [&]( localIndex const, CellElementSubRegion & elementSubRegion ) { - arrayView1d< real32 const > const velocity = elementSubRegion.getField< acousticfields::AcousticVelocity >(); + arrayView2d< wsCoordType const, nodes::REFERENCE_POSITION_USD > const nodeCoords = nodeManager.getField< fields::referencePosition32 >().toViewConst(); arrayView1d< real32 > grad = elementSubRegion.getField< acousticfields::PartialGradient >(); + arrayView1d< real32 > grad2 = elementSubRegion.getField< acousticfields::PartialGradient2 >(); arrayView2d< localIndex const, cells::NODE_MAP_USD > const & elemsToNodes = elementSubRegion.nodeList(); - constexpr localIndex numNodesPerElem = 8; arrayView1d< integer const > const elemGhostRank = elementSubRegion.ghostRank(); GEOS_MARK_SCOPE ( updatePartialGradient ); - forAll< EXEC_POLICY >( elementSubRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const eltIdx ) + + //COMPUTE GRADIENTS with respect to K=1/rho*c2 (grad) and b=1/rho (grad2) + finiteElement::FiniteElementBase const & + fe = elementSubRegion.getReference< finiteElement::FiniteElementBase >( getDiscretizationName() ); + + finiteElement::FiniteElementDispatchHandler< SEM_FE_TYPES >::dispatch3D( fe, [&] ( auto const finiteElement ) { - if( elemGhostRank[eltIdx]<0 ) - { - for( localIndex i = 0; i < numNodesPerElem; ++i ) - { - localIndex nodeIdx = elemsToNodes[eltIdx][i]; - grad[eltIdx] += (-2/velocity[eltIdx]) * mass[nodeIdx]/8.0 * (p_dt2[nodeIdx] * p_n[nodeIdx]); - } - } + using FE_TYPE = TYPEOFREF( finiteElement ); + + AcousticMatricesSEM::GradientKappaBuoyancy< FE_TYPE > kernelG( finiteElement ); + kernelG.template computeGradient< EXEC_POLICY, ATOMIC_POLICY >( elementSubRegion.size(), + nodeCoords, + elemsToNodes, + elemGhostRank, + p_nm1, + p_n, + p_forward, + grad, + grad2 ); + + } ); + + // // Change of variables to return grad with respect to c and rho + // arrayView1d< real32 const > const velocity = elementSubRegion.getField< acousticfields::AcousticVelocity >(); + // arrayView1d< real32 const > const density = elementSubRegion.getField< acousticfields::AcousticDensity >(); + // forAll< EXEC_POLICY >( elementSubRegion.size(), [=] GEOS_HOST_DEVICE ( localIndex const eltIdx ) + // { + // if( elemGhostRank[eltIdx]<0 ) + // { + // grad2[eltIdx] = -1/(pow(density[eltIdx]*velocity[eltIdx],2)) * grad[eltIdx] - 1/pow(density[eltIdx],2) * grad2[eltIdx]; + // grad[eltIdx]= -2/(density[eltIdx]*pow(velocity[eltIdx],3)) * grad[eltIdx]; + // } + // } ); } ); } diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.hpp index a51bb5a1f3..5f3f1c7088 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEMKernel.hpp index f582a027f9..1e993b9aa4 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticFields.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticFields.hpp index dd067a11a1..5222bc115a 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticFields.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -59,13 +59,13 @@ DECLARE_FIELD( Pressure_np1, WRITE_AND_READ, "Scalar pressure at time n+1." ); -DECLARE_FIELD( PressureDoubleDerivative, - "pressureDoubleDerivative", +DECLARE_FIELD( PressureForward, + "pressureForward", array1d< real32 >, 0, NOPLOT, WRITE_AND_READ, - "Double derivative of the pressure for each node to compute the gradient" ); + "Pressure field from forward pass on each node to compute the gradient" ); DECLARE_FIELD( Velocity_x, "velocity_x", @@ -99,6 +99,14 @@ DECLARE_FIELD( PartialGradient, WRITE_AND_READ, "Partiel gradient computed during backward propagation" ); +DECLARE_FIELD( PartialGradient2, + "partialGradient2", + array1d< real32 >, + 0, + NOPLOT, + WRITE_AND_READ, + "Partial gradient for density/velocity computed during backward propagation" ); + DECLARE_FIELD( ForcingRHS, "rhs", array1d< real32 >, diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticMatricesSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticMatricesSEMKernel.hpp index b311d04d45..279c6c1e83 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticMatricesSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticMatricesSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -152,7 +152,70 @@ struct AcousticMatricesSEM }; + template< typename FE_TYPE > + struct GradientKappaBuoyancy + { + + GradientKappaBuoyancy( FE_TYPE const & finiteElement ) + : m_finiteElement( finiteElement ) + {} + + /** + * @brief Launch the computation of the 2 gradients relative to the coeff of the wave equation K=1/rho*c2 and b=1/rho + * @tparam EXEC_POLICY the execution policy + * @tparam ATOMIC_POLICY the atomic policy + * @param[in] size the number of cells in the subRegion + * @param[in] nodeCoords coordinates of the nodes + * @param[in] elemsToNodes map from element to nodes + * @param[in] q_dt2 second order derivative in time of backward + * @param[in] q_n current time step of backward + * @param[in] p_n current time step of forward + * @param[out] grad first part of gradient vector with respect to K=1/rho*c2 + * @param[out] grad2 second part of gradient vector with respact to b=1/rho + */ + template< typename EXEC_POLICY, typename ATOMIC_POLICY > + void + computeGradient( localIndex const size, + arrayView2d< WaveSolverBase::wsCoordType const, nodes::REFERENCE_POSITION_USD > const nodeCoords, + arrayView2d< localIndex const, cells::NODE_MAP_USD > const elemsToNodes, + arrayView1d< integer const > const elemGhostRank, + arrayView1d< real32 const > const q_dt2, + arrayView1d< real32 const > const q_n, + arrayView1d< real32 const > const p_n, + arrayView1d< real32 > const grad, + arrayView1d< real32 > const grad2 ) + { + forAll< EXEC_POLICY >( size, [=] GEOS_HOST_DEVICE ( localIndex const e ) + { + if( elemGhostRank[e]<0 ) + { + // only the eight corners of the mesh cell are needed to compute the Jacobian + real64 xLocal[ 8 ][ 3 ]; + for( localIndex a = 0; a < 8; ++a ) + { + localIndex const nodeIndex = elemsToNodes( e, FE_TYPE::meshIndexToLinearIndex3D( a ) ); + for( localIndex i = 0; i < 3; ++i ) + { + xLocal[a][i] = nodeCoords( nodeIndex, i ); + } + } + constexpr localIndex numQuadraturePointsPerElem = FE_TYPE::numQuadraturePoints; + for( localIndex q = 0; q < numQuadraturePointsPerElem; ++q ) + { + localIndex nodeIdx = elemsToNodes( e, q ); + grad[e] += q_dt2[nodeIdx] * p_n[nodeIdx] * m_finiteElement.computeMassTerm( q, xLocal ); + m_finiteElement.template computeStiffnessTerm( q, xLocal, [&] ( const int i, const int j, const real64 val ) + { + grad2[e] += val* q_n[elemsToNodes( e, j )] * p_n[elemsToNodes( e, i )]; + } ); + } + } + } ); // end loop over element + } + /// The finite element space/discretization object for the element type in the subRegion + FE_TYPE const & m_finiteElement; + }; }; diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticTimeSchemeSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticTimeSchemeSEMKernel.hpp index 20b838f6d6..69b78be7a7 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticTimeSchemeSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustic/shared/AcousticTimeSchemeSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.cpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.cpp index f833c9dc8c..ce244edf2e 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.hpp index bfbb8edf88..72bdd0473e 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEMKernel.hpp index 7352b5fc42..bef479eb85 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcousticElasticWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticFields.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticFields.hpp index 89341e561a..977e8ab789 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticFields.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticTimeSchemeSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticTimeSchemeSEMKernel.hpp index c806342cfd..b8064cbbbf 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticTimeSchemeSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/acoustoelastic/secondOrderEqn/isotropic/AcoustoElasticTimeSchemeSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.cpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.cpp index da2b95f5f3..5569e40dcd 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.hpp index a687653c33..4cdf886919 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEMKernel.hpp index 2ff51cb648..5525d6cbb4 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/firstOrderEqn/isotropic/ElasticFirstOrderWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIFields.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIFields.hpp index 7e17769a02..e2380615eb 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIFields.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIWaveEquationSEMKernel.hpp index 02f2c3618c..181c41884d 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/anisotropic/ElasticVTIWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.cpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.cpp index 4686895943..acf9572b21 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -507,7 +507,7 @@ real64 ElasticWaveEquationSEM::computeTimeStep( real64 & dtOut ) { ux_n[a] = (real64)rand()/(real64) RAND_MAX; uy_n[a] = (real64)rand()/(real64) RAND_MAX; - uy_n[a] = (real64)rand()/(real64) RAND_MAX; + uz_n[a] = (real64)rand()/(real64) RAND_MAX; } //Step 1: Normalize randomized pressure @@ -565,20 +565,20 @@ real64 ElasticWaveEquationSEM::computeTimeStep( real64 & dtOut ) lambdaOld = lambdaNew; //Compute lambdaNew using two dotProducts - dotProductUzUzaux = 0.0; dotProductUxUxaux = 0.0; dotProductUyUyaux = 0.0; + dotProductUzUzaux = 0.0; normUx= 0.0; normUy= 0.0; normUz= 0.0; WaveSolverUtils::dotProduct( sizeNode, ux_n, stiffnessVectorx, dotProductUxUxaux ); WaveSolverUtils::dotProduct( sizeNode, uy_n, stiffnessVectory, dotProductUyUyaux ); - WaveSolverUtils::dotProduct( sizeNode, ux_n, stiffnessVectorz, dotProductUzUzaux ); + WaveSolverUtils::dotProduct( sizeNode, uz_n, stiffnessVectorz, dotProductUzUzaux ); dotProductUtotUtotAux = dotProductUxUxaux+dotProductUyUyaux+dotProductUzUzaux; WaveSolverUtils::dotProduct( sizeNode, ux_n, ux_n, normUx ); - WaveSolverUtils::dotProduct( sizeNode, uy_n, ux_n, normUy ); - WaveSolverUtils::dotProduct( sizeNode, uz_n, ux_n, normUz ); + WaveSolverUtils::dotProduct( sizeNode, uy_n, uy_n, normUy ); + WaveSolverUtils::dotProduct( sizeNode, uz_n, uz_n, normUz ); normUtot = normUx+normUy+normUz; lambdaNew = dotProductUtotUtotAux/normUtot; diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.hpp index 15d2d0429e..8907f35cd7 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEM.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEMKernel.hpp index c9d78fe64c..c7c9b44a1a 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/secondOrderEqn/isotropic/ElasticWaveEquationSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticFields.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticFields.hpp index 5b98c51e0b..c9d2e62b43 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticFields.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticFields.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticMatricesSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticMatricesSEMKernel.hpp index f699039e9c..40b8947ead 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticMatricesSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticMatricesSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticTimeSchemeSEMKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticTimeSchemeSEMKernel.hpp index 55f7dcc163..9b36fea044 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticTimeSchemeSEMKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/sem/elastic/shared/ElasticTimeSchemeSEMKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/shared/PrecomputeSourcesAndReceiversKernel.hpp b/src/coreComponents/physicsSolvers/wavePropagation/shared/PrecomputeSourcesAndReceiversKernel.hpp index 761569c7fe..6fd876ff6e 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/shared/PrecomputeSourcesAndReceiversKernel.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/shared/PrecomputeSourcesAndReceiversKernel.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.cpp b/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.cpp index c5baf9c798..b55ca1f38d 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.cpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -484,9 +484,19 @@ void WaveSolverBase::computeTargetNodeSet( arrayView2d< localIndex const, cells: void WaveSolverBase::incrementIndexSeismoTrace( real64 const time_n ) { - while( (m_dtSeismoTrace * m_indexSeismoTrace) <= (time_n + epsilonLoc) && m_indexSeismoTrace < m_nsamplesSeismoTrace ) + if( m_forward ) + { + while( (m_dtSeismoTrace * m_indexSeismoTrace) <= (time_n + epsilonLoc) && m_indexSeismoTrace < m_nsamplesSeismoTrace ) + { + m_indexSeismoTrace++; + } + } + else { - m_indexSeismoTrace++; + while( (m_dtSeismoTrace * m_indexSeismoTrace) >= (time_n - epsilonLoc) && m_indexSeismoTrace > 0 ) + { + m_indexSeismoTrace--; + } } } @@ -515,12 +525,14 @@ void WaveSolverBase::computeAllSeismoTraces( real64 const time_n, if( m_nsamplesSeismoTrace == 0 ) return; integer const dir = m_forward ? +1 : -1; - for( localIndex iSeismo = m_indexSeismoTrace; iSeismo < m_nsamplesSeismoTrace; iSeismo++ ) + integer const beginIndex = m_forward ? m_indexSeismoTrace : m_nsamplesSeismoTrace-m_indexSeismoTrace; + for( localIndex iSeismo = beginIndex; iSeismo < m_nsamplesSeismoTrace; iSeismo++ ) { - real64 const timeSeismo = m_dtSeismoTrace * (m_forward ? iSeismo : (m_nsamplesSeismoTrace - 1) - iSeismo); - if( dir * timeSeismo > dir * (time_n + epsilonLoc) ) + localIndex seismoIndex = m_forward ? iSeismo : m_nsamplesSeismoTrace-iSeismo; + real64 const timeSeismo = m_dtSeismoTrace * seismoIndex; + if( dir * timeSeismo > dir * time_n + epsilonLoc ) break; - WaveSolverUtils::computeSeismoTrace( time_n, dir * dt, timeSeismo, iSeismo, m_receiverNodeIds, + WaveSolverUtils::computeSeismoTrace( time_n, dir * dt, timeSeismo, seismoIndex, m_receiverNodeIds, m_receiverConstants, m_receiverIsLocal, var_np1, var_n, varAtReceivers, coeffs, add ); } } @@ -535,12 +547,14 @@ void WaveSolverBase::compute2dVariableAllSeismoTraces( localIndex const regionIn if( m_nsamplesSeismoTrace == 0 ) return; integer const dir = m_forward ? +1 : -1; - for( localIndex iSeismo = m_indexSeismoTrace; iSeismo < m_nsamplesSeismoTrace; iSeismo++ ) + integer const beginIndex = m_forward ? m_indexSeismoTrace : m_nsamplesSeismoTrace-m_indexSeismoTrace; + for( localIndex iSeismo = beginIndex; iSeismo < m_nsamplesSeismoTrace; iSeismo++ ) { - real64 const timeSeismo = m_dtSeismoTrace * (m_forward ? iSeismo : (m_nsamplesSeismoTrace - 1) - iSeismo); - if( dir * timeSeismo > dir * (time_n + epsilonLoc)) + localIndex seismoIndex = m_forward ? iSeismo : m_nsamplesSeismoTrace-iSeismo; + real64 const timeSeismo = m_dtSeismoTrace * seismoIndex; + if( dir * timeSeismo > dir * time_n + epsilonLoc ) break; - WaveSolverUtils::compute2dVariableSeismoTrace( time_n, dir * dt, regionIndex, m_receiverRegion, timeSeismo, iSeismo, m_receiverElem, + WaveSolverUtils::compute2dVariableSeismoTrace( time_n, dir * dt, regionIndex, m_receiverRegion, timeSeismo, seismoIndex, m_receiverElem, m_receiverConstants, m_receiverIsLocal, var_np1, var_n, varAtReceivers ); } } diff --git a/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.hpp b/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.hpp index dec7284f70..2c319ca4f3 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverBase.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverUtils.hpp b/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverUtils.hpp index 17287299fe..530f7e3b8e 100644 --- a/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverUtils.hpp +++ b/src/coreComponents/physicsSolvers/wavePropagation/shared/WaveSolverUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/schema/CMakeLists.txt b/src/coreComponents/schema/CMakeLists.txt index c62fba76b0..2a331ee9d6 100644 --- a/src/coreComponents/schema/CMakeLists.txt +++ b/src/coreComponents/schema/CMakeLists.txt @@ -1,4 +1,21 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: schema +Contains XML schema definition and functions to generate it. +#]] # # Specify all headers diff --git a/src/coreComponents/schema/schema.xsd b/src/coreComponents/schema/schema.xsd index fa48a1f197..e130b1e56d 100644 --- a/src/coreComponents/schema/schema.xsd +++ b/src/coreComponents/schema/schema.xsd @@ -185,6 +185,12 @@ + + + + + + @@ -393,6 +399,10 @@ + + + + @@ -461,6 +471,10 @@ + + + + @@ -609,6 +623,10 @@ + + + + @@ -1075,6 +1093,25 @@ + + + + + + + + + + + + + + + + + + + @@ -1494,6 +1531,10 @@ stress - traction is applied to the faces as specified by the inner product of i + + + + @@ -1504,6 +1545,10 @@ stress - traction is applied to the faces as specified by the inner product of i + + + + @@ -1515,6 +1560,10 @@ stress - traction is applied to the faces as specified by the inner product of i + + + + @@ -1530,6 +1579,7 @@ stress - traction is applied to the faces as specified by the inner product of i + @@ -1601,6 +1651,14 @@ stress - traction is applied to the faces as specified by the inner product of i + + + + + + + + @@ -1630,6 +1688,7 @@ stress - traction is applied to the faces as specified by the inner product of i + @@ -1698,6 +1757,7 @@ stress - traction is applied to the faces as specified by the inner product of i + @@ -1705,6 +1765,8 @@ stress - traction is applied to the faces as specified by the inner product of i + + @@ -1712,7 +1774,7 @@ stress - traction is applied to the faces as specified by the inner product of i - + @@ -1796,7 +1858,7 @@ stress - traction is applied to the faces as specified by the inner product of i - + @@ -1867,7 +1929,7 @@ the relative residual norm satisfies: - + @@ -2051,6 +2113,11 @@ the relative residual norm satisfies: + + @@ -2067,6 +2134,11 @@ the relative residual norm satisfies: + + @@ -2081,6 +2153,11 @@ the relative residual norm satisfies: + + @@ -2089,6 +2166,11 @@ the relative residual norm satisfies: + + @@ -2099,6 +2181,11 @@ the relative residual norm satisfies: + + @@ -2137,7 +2224,7 @@ the relative residual norm satisfies: - + @@ -2145,6 +2232,8 @@ the relative residual norm satisfies: + + @@ -2202,6 +2291,7 @@ the relative residual norm satisfies: + @@ -2224,6 +2314,7 @@ the relative residual norm satisfies: + @@ -2586,6 +2677,8 @@ Level 0 outputs no specific information for this solver. Higher levels require m + + @@ -2673,6 +2766,8 @@ Level 0 outputs no specific information for this solver. Higher levels require m + + @@ -3477,6 +3572,41 @@ Level 0 outputs no specific information for this solver. Higher levels require m + + + + + + + + + + + + + + + + + + + + + + + + @@ -4245,6 +4375,58 @@ Level 0 outputs no specific information for this solver. Higher levels require m + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + @@ -4817,6 +4999,7 @@ Level 0 outputs no specific information for this solver. Higher levels require m + @@ -5149,6 +5332,55 @@ The expected format is "{ waterMax, oilMax }", in that order--> + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/src/coreComponents/schema/schema.xsd.other b/src/coreComponents/schema/schema.xsd.other index c2a891421d..3abf5b863f 100644 --- a/src/coreComponents/schema/schema.xsd.other +++ b/src/coreComponents/schema/schema.xsd.other @@ -173,6 +173,7 @@ + @@ -279,6 +280,16 @@ + + + + + + + + + + @@ -380,6 +391,7 @@ + @@ -390,6 +402,7 @@ + @@ -398,6 +411,7 @@ + @@ -418,6 +432,7 @@ + @@ -523,6 +538,7 @@ + @@ -540,6 +556,7 @@ + @@ -1011,7 +1028,18 @@ - + + + + + + + + + + + + @@ -1249,6 +1277,23 @@ + + + + + + + + + + + + + + + + + @@ -1453,6 +1498,7 @@ + @@ -1931,6 +1977,56 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + @@ -1970,6 +2066,8 @@ + + @@ -2018,6 +2116,8 @@ + + diff --git a/src/coreComponents/schema/schemaUtilities.cpp b/src/coreComponents/schema/schemaUtilities.cpp index e9d69702d3..d39b1af77f 100644 --- a/src/coreComponents/schema/schemaUtilities.cpp +++ b/src/coreComponents/schema/schemaUtilities.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/schema/schemaUtilities.hpp b/src/coreComponents/schema/schemaUtilities.hpp index 3152eeec60..aa9ae40e9b 100644 --- a/src/coreComponents/schema/schemaUtilities.hpp +++ b/src/coreComponents/schema/schemaUtilities.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/CMakeLists.txt b/src/coreComponents/unitTests/CMakeLists.txt index e9072bbbc1..8b760067a4 100644 --- a/src/coreComponents/unitTests/CMakeLists.txt +++ b/src/coreComponents/unitTests/CMakeLists.txt @@ -1,3 +1,23 @@ +# SPDX-License-Identifier: LGPL-2.1-only +# +# Copyright (c) 2016-2024 Lawrence Livermore National Security LLC +# Copyright (c) 2018-2024 TotalEnergies +# Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University +# Copyright (c) 2023-2024 Chevron +# Copyright (c) 2019- GEOS/GEOSX Contributors +# All rights reserved +# +# See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. +# +#-------------------------------------------------------------------------------------------------- + +#[[ +Package: mainInterface + +Contains high-level unit tests that depends typically depends on mainInterface components like the +ProblemManager. +#]] + add_subdirectory( toolchain ) add_subdirectory( testingUtilities ) add_subdirectory( xmlTests ) diff --git a/src/coreComponents/unitTests/constitutiveTests/CMakeLists.txt b/src/coreComponents/unitTests/constitutiveTests/CMakeLists.txt index 523c6c8950..f59c739a95 100644 --- a/src/coreComponents/unitTests/constitutiveTests/CMakeLists.txt +++ b/src/coreComponents/unitTests/constitutiveTests/CMakeLists.txt @@ -28,6 +28,7 @@ set( gtest_pvt_xmls testPVT_CO2Brine.xml testPVT_CO2BrineTables.xml testPVT_PhaseComposition.xml + testPVT_ThreePhaseCompositional.xml ) set( gtest_reactivefluid_xmls diff --git a/src/coreComponents/unitTests/constitutiveTests/MultiFluidTest.hpp b/src/coreComponents/unitTests/constitutiveTests/MultiFluidTest.hpp index cb3902d198..5aa748e071 100644 --- a/src/coreComponents/unitTests/constitutiveTests/MultiFluidTest.hpp +++ b/src/coreComponents/unitTests/constitutiveTests/MultiFluidTest.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/constitutiveTestHelpers.hpp b/src/coreComponents/unitTests/constitutiveTests/constitutiveTestHelpers.hpp index 14a9032a1c..5762461edf 100644 --- a/src/coreComponents/unitTests/constitutiveTests/constitutiveTestHelpers.hpp +++ b/src/coreComponents/unitTests/constitutiveTests/constitutiveTestHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testCO2BrinePVTModels.cpp b/src/coreComponents/unitTests/constitutiveTests/testCO2BrinePVTModels.cpp index 20df8c70fe..a686c91731 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testCO2BrinePVTModels.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testCO2BrinePVTModels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testCO2SpycherPruessModels.cpp b/src/coreComponents/unitTests/constitutiveTests/testCO2SpycherPruessModels.cpp index a8160dc51f..24214ecc6f 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testCO2SpycherPruessModels.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testCO2SpycherPruessModels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testCapillaryPressure.cpp b/src/coreComponents/unitTests/constitutiveTests/testCapillaryPressure.cpp index 5c13f68c5c..9d8d5ac394 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testCapillaryPressure.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testCapillaryPressure.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testDamage.cpp b/src/coreComponents/unitTests/constitutiveTests/testDamage.cpp index 29e6f6992f..28f85106fc 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testDamage.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testDamage.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCO2Brine.cpp b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCO2Brine.cpp index 80f88fb53f..a55618c19d 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCO2Brine.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCO2Brine.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphase.cpp b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphase.cpp index 3aa633cd19..ffd9658a0b 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphase.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphase.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphasePVTPackage.cpp b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphasePVTPackage.cpp index 367c8bbd72..150da34145 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphasePVTPackage.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidCompositionalMultiphasePVTPackage.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidDeadOil.cpp b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidDeadOil.cpp index 9b4b515ac7..58aefab3ed 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidDeadOil.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidDeadOil.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidLiveOil.cpp b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidLiveOil.cpp index 659fd8b3d1..37ac304375 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testMultiFluidLiveOil.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testMultiFluidLiveOil.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testPVT.cpp b/src/coreComponents/unitTests/constitutiveTests/testPVT.cpp index 7c2208cdce..205153ceda 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testPVT.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testPVT.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testPVT_ThreePhaseCompositional.xml b/src/coreComponents/unitTests/constitutiveTests/testPVT_ThreePhaseCompositional.xml new file mode 100644 index 0000000000..79c4892078 --- /dev/null +++ b/src/coreComponents/unitTests/constitutiveTests/testPVT_ThreePhaseCompositional.xml @@ -0,0 +1,83 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/src/coreComponents/unitTests/constitutiveTests/testPVT_ThreePhaseCompositional_blackOil.txt b/src/coreComponents/unitTests/constitutiveTests/testPVT_ThreePhaseCompositional_blackOil.txt new file mode 100644 index 0000000000..53e20dce32 --- /dev/null +++ b/src/coreComponents/unitTests/constitutiveTests/testPVT_ThreePhaseCompositional_blackOil.txt @@ -0,0 +1,113 @@ +# column 1 = time +# column 2 = pressure +# column 3 = temperature +# column 4 = density +# column 5 = total compressibility +# columns 6-8 = phase fractions +# columns 9-11 = phase densities +# columns 12-14 = phase mass densities +# columns 15-17 = phase viscosities +# columns 18-20 = oil phase fractions [C1, C7+, H2O] +# columns 21-23 = gas phase fractions [C1, C7+, H2O] +# columns 24-26 = water phase fractions [C1, C7+, H2O] +0.0000e+00 3.5000e+07 5.5315e+02 6.1560e+03 6.0169e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.5295e+03 5.5295e+03 5.6953e+04 5.2265e+02 5.2265e+02 1.0257e+03 1.0240e-04 1.0240e-04 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.0000e-02 3.4000e+07 5.5315e+02 6.1183e+03 6.2707e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.4953e+03 5.4953e+03 5.6930e+04 5.1941e+02 5.1941e+02 1.0253e+03 1.0027e-04 1.0027e-04 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +4.0000e-02 3.3000e+07 5.5315e+02 6.0792e+03 6.5439e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.4598e+03 5.4598e+03 5.6906e+04 5.1606e+02 5.1606e+02 1.0249e+03 9.8135e-05 9.8135e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +6.0000e-02 3.2000e+07 5.5315e+02 6.0387e+03 6.8385e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.4230e+03 5.4230e+03 5.6882e+04 5.1258e+02 5.1258e+02 1.0245e+03 9.6007e-05 9.6007e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +8.0000e-02 3.1000e+07 5.5315e+02 5.9966e+03 7.1573e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.3847e+03 5.3847e+03 5.6859e+04 5.0896e+02 5.0896e+02 1.0240e+03 9.3883e-05 9.3883e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.0000e-01 3.0000e+07 5.5315e+02 5.9528e+03 7.5032e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.3450e+03 5.3450e+03 5.6835e+04 5.0521e+02 5.0521e+02 1.0236e+03 9.1761e-05 9.1761e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.2000e-01 2.9000e+07 5.5315e+02 5.9072e+03 7.8796e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.3036e+03 5.3036e+03 5.6812e+04 5.0129e+02 5.0129e+02 1.0232e+03 8.9642e-05 8.9642e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.4000e-01 2.8000e+07 5.5315e+02 5.8597e+03 8.2906e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.2604e+03 5.2604e+03 5.6788e+04 4.9721e+02 4.9721e+02 1.0228e+03 8.7525e-05 8.7525e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.6000e-01 2.7000e+07 5.5315e+02 5.8100e+03 8.7412e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.2153e+03 5.2153e+03 5.6765e+04 4.9295e+02 4.9295e+02 1.0223e+03 8.5409e-05 8.5409e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.8000e-01 2.6000e+07 5.5315e+02 5.7580e+03 9.2370e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.1682e+03 5.1682e+03 5.6741e+04 4.8849e+02 4.8849e+02 1.0219e+03 8.3293e-05 8.3293e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.0000e-01 2.5000e+07 5.5315e+02 5.7036e+03 9.7851e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.1187e+03 5.1187e+03 5.6717e+04 4.8382e+02 4.8382e+02 1.0215e+03 8.1175e-05 8.1175e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.2000e-01 2.4000e+07 5.5315e+02 5.6174e+03 1.7179e-08 8.8110e-01 6.1877e-03 1.1271e-01 5.0414e+03 4.9180e+03 5.6694e+04 4.8521e+02 1.3086e+02 1.0211e+03 8.1572e-05 2.1495e-05 3.2929e-04 4.8901e-01 5.1099e-01 0.0000e+00 9.3267e-01 6.7327e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.4000e-01 2.3000e+07 5.5315e+02 5.5204e+03 1.7647e-08 8.7325e-01 1.4036e-02 1.1271e-01 4.9562e+03 4.7398e+03 5.6670e+04 4.8864e+02 1.2549e+02 1.0206e+03 8.2813e-05 2.1134e-05 3.2929e-04 4.7405e-01 5.2595e-01 0.0000e+00 9.3352e-01 6.6484e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.6000e-01 2.2000e+07 5.5315e+02 5.4225e+03 1.8162e-08 8.6581e-01 2.1475e-02 1.1271e-01 4.8719e+03 4.5585e+03 5.6647e+04 4.9205e+02 1.2016e+02 1.0202e+03 8.4061e-05 2.0788e-05 3.2929e-04 4.5873e-01 5.4127e-01 0.0000e+00 9.3426e-01 6.5741e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.8000e-01 2.1000e+07 5.5315e+02 5.3234e+03 1.8732e-08 8.5874e-01 2.8551e-02 1.1271e-01 4.7885e+03 4.3743e+03 5.6623e+04 4.9543e+02 1.1486e+02 1.0198e+03 8.5316e-05 2.0456e-05 3.2929e-04 4.4303e-01 5.5697e-01 0.0000e+00 9.3490e-01 6.5103e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +3.0000e-01 2.0000e+07 5.5315e+02 5.2230e+03 1.9369e-08 8.5198e-01 3.5311e-02 1.1271e-01 4.7061e+03 4.1872e+03 5.6600e+04 4.9880e+02 1.0961e+02 1.0194e+03 8.6578e-05 2.0139e-05 3.2929e-04 4.2693e-01 5.7307e-01 0.0000e+00 9.3542e-01 6.4579e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +3.2000e-01 1.9000e+07 5.5315e+02 5.1210e+03 2.0089e-08 8.4549e-01 4.1796e-02 1.1271e-01 4.6246e+03 3.9973e+03 5.6576e+04 5.0214e+02 1.0438e+02 1.0189e+03 8.7844e-05 1.9835e-05 3.2929e-04 4.1042e-01 5.8958e-01 0.0000e+00 9.3582e-01 6.4178e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +3.4000e-01 1.8000e+07 5.5315e+02 5.0171e+03 2.0911e-08 8.3924e-01 4.8049e-02 1.1271e-01 4.5439e+03 3.8047e+03 5.6553e+04 5.0547e+02 9.9197e+01 1.0185e+03 8.9115e-05 1.9544e-05 3.2929e-04 3.9347e-01 6.0653e-01 0.0000e+00 9.3609e-01 6.3914e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +3.6000e-01 1.7000e+07 5.5315e+02 4.9110e+03 2.1861e-08 8.3318e-01 5.4111e-02 1.1271e-01 4.4641e+03 3.6096e+03 5.6530e+04 5.0878e+02 9.4045e+01 1.0181e+03 9.0389e-05 1.9265e-05 3.2929e-04 3.7608e-01 6.2392e-01 0.0000e+00 9.3620e-01 6.3802e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +3.8000e-01 1.6000e+07 5.5315e+02 4.8022e+03 2.2976e-08 8.2726e-01 6.0026e-02 1.1271e-01 4.3852e+03 3.4119e+03 5.6506e+04 5.1208e+02 8.8928e+01 1.0177e+03 9.1664e-05 1.8998e-05 3.2929e-04 3.5822e-01 6.4178e-01 0.0000e+00 9.3614e-01 6.3864e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +4.0000e-01 1.5000e+07 5.5315e+02 4.6901e+03 2.4303e-08 8.2145e-01 6.5840e-02 1.1271e-01 4.3071e+03 3.2118e+03 5.6483e+04 5.1536e+02 8.3846e+01 1.0173e+03 9.2939e-05 1.8741e-05 3.2929e-04 3.3987e-01 6.6013e-01 0.0000e+00 9.3587e-01 6.4127e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +4.2000e-01 1.4000e+07 5.5315e+02 4.5740e+03 2.5910e-08 8.1568e-01 7.1608e-02 1.1271e-01 4.2299e+03 3.0095e+03 5.6459e+04 5.1864e+02 7.8800e+01 1.0168e+03 9.4210e-05 1.8494e-05 3.2929e-04 3.2102e-01 6.7898e-01 0.0000e+00 9.3537e-01 6.4625e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +4.4000e-01 1.3000e+07 5.5315e+02 4.4527e+03 2.7893e-08 8.0990e-01 7.7391e-02 1.1271e-01 4.1535e+03 2.8050e+03 5.6436e+04 5.2190e+02 7.3789e+01 1.0164e+03 9.5475e-05 1.8255e-05 3.2929e-04 3.0163e-01 6.9837e-01 0.0000e+00 9.3459e-01 6.5406e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +4.6000e-01 1.2000e+07 5.5315e+02 4.3251e+03 3.0392e-08 8.0402e-01 8.3265e-02 1.1271e-01 4.0779e+03 2.5984e+03 5.6412e+04 5.2516e+02 6.8814e+01 1.0160e+03 9.6732e-05 1.8022e-05 3.2929e-04 2.8170e-01 7.1830e-01 0.0000e+00 9.3347e-01 6.6532e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +4.8000e-01 1.1000e+07 5.5315e+02 4.1891e+03 3.3618e-08 7.9796e-01 8.9328e-02 1.1271e-01 4.0031e+03 2.3899e+03 5.6389e+04 5.2841e+02 6.3876e+01 1.0156e+03 9.7975e-05 1.7795e-05 3.2929e-04 2.6120e-01 7.3880e-01 0.0000e+00 9.3191e-01 6.8088e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +5.0000e-01 1.0000e+07 5.5315e+02 4.0424e+03 3.7901e-08 7.9158e-01 9.5711e-02 1.1271e-01 3.9291e+03 2.1796e+03 5.6366e+04 5.3165e+02 5.8976e+01 1.0151e+03 9.9202e-05 1.7569e-05 3.2929e-04 2.4011e-01 7.5989e-01 0.0000e+00 9.2981e-01 7.0194e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +5.2000e-01 9.6040e+06 5.5315e+02 3.9806e+03 3.9996e-08 7.8892e-01 9.8365e-02 1.1271e-01 3.9000e+03 2.0959e+03 5.6356e+04 5.3293e+02 5.7046e+01 1.0150e+03 9.9682e-05 1.7479e-05 3.2929e-04 2.3159e-01 7.6841e-01 0.0000e+00 9.2878e-01 7.1215e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +5.4000e-01 9.2080e+06 5.5315e+02 3.9162e+03 4.2382e-08 7.8618e-01 1.0111e-01 1.1271e-01 3.8710e+03 2.0119e+03 5.6347e+04 5.3421e+02 5.5122e+01 1.0148e+03 1.0016e-04 1.7389e-05 3.2929e-04 2.2297e-01 7.7703e-01 0.0000e+00 9.2764e-01 7.2363e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +5.6000e-01 8.8120e+06 5.5315e+02 3.8490e+03 4.5115e-08 7.8332e-01 1.0397e-01 1.1271e-01 3.8422e+03 1.9277e+03 5.6338e+04 5.3549e+02 5.3205e+01 1.0146e+03 1.0063e-04 1.7299e-05 3.2929e-04 2.1425e-01 7.8575e-01 0.0000e+00 9.2635e-01 7.3653e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +5.8000e-01 8.4160e+06 5.5315e+02 3.7785e+03 4.8266e-08 7.8033e-01 1.0696e-01 1.1271e-01 3.8135e+03 1.8432e+03 5.6329e+04 5.3677e+02 5.1293e+01 1.0145e+03 1.0110e-04 1.7207e-05 3.2929e-04 2.0543e-01 7.9457e-01 0.0000e+00 9.2489e-01 7.5105e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +6.0000e-01 8.0200e+06 5.5315e+02 3.7044e+03 5.1924e-08 7.7719e-01 1.1010e-01 1.1271e-01 3.7849e+03 1.7585e+03 5.6319e+04 5.3805e+02 4.9388e+01 1.0143e+03 1.0156e-04 1.7113e-05 3.2929e-04 1.9650e-01 8.0350e-01 0.0000e+00 9.2326e-01 7.6743e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +6.2000e-01 7.6240e+06 5.5315e+02 3.6260e+03 5.6202e-08 7.7386e-01 1.1343e-01 1.1271e-01 3.7565e+03 1.6736e+03 5.6310e+04 5.3933e+02 4.7489e+01 1.0141e+03 1.0202e-04 1.7018e-05 3.2929e-04 1.8748e-01 8.1252e-01 0.0000e+00 9.2141e-01 7.8594e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +6.4000e-01 7.2280e+06 5.5315e+02 3.5428e+03 6.1247e-08 7.7031e-01 1.1698e-01 1.1271e-01 3.7281e+03 1.5884e+03 5.6301e+04 5.4061e+02 4.5597e+01 1.0140e+03 1.0247e-04 1.6920e-05 3.2929e-04 1.7834e-01 8.2166e-01 0.0000e+00 9.1931e-01 8.0692e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +6.6000e-01 6.8320e+06 5.5315e+02 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4.1824e+03 3.2518e-08 7.9527e-01 9.2016e-02 1.1271e-01 3.9214e+03 2.6831e+03 5.6436e+04 4.7007e+02 8.9678e+01 1.0164e+03 7.2901e-05 1.8830e-05 3.2929e-04 3.3847e-01 6.6153e-01 0.0000e+00 8.8925e-01 1.1075e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.5800e+00 1.4000e+07 5.8315e+02 4.3149e+03 2.9952e-08 8.0535e-01 8.1944e-02 1.1271e-01 4.0014e+03 2.8763e+03 5.6459e+04 4.6568e+02 9.5527e+01 1.0168e+03 7.1797e-05 1.9161e-05 3.2929e-04 3.6073e-01 6.3927e-01 0.0000e+00 8.9060e-01 1.0940e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.6000e+00 1.5000e+07 5.8315e+02 4.4414e+03 2.7899e-08 8.1555e-01 7.1735e-02 1.1271e-01 4.0824e+03 3.0673e+03 5.6483e+04 4.6121e+02 1.0147e+02 1.0173e+03 7.0674e-05 1.9505e-05 3.2929e-04 3.8242e-01 6.1758e-01 0.0000e+00 8.9143e-01 1.0857e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.6200e+00 1.6000e+07 5.8315e+02 4.5631e+03 2.6223e-08 8.2607e-01 6.1222e-02 1.1271e-01 4.1647e+03 3.2559e+03 5.6506e+04 4.5668e+02 1.0752e+02 1.0177e+03 6.9535e-05 1.9866e-05 3.2929e-04 4.0358e-01 5.9642e-01 0.0000e+00 8.9180e-01 1.0820e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.6400e+00 1.7000e+07 5.8315e+02 4.6810e+03 2.4832e-08 8.3705e-01 5.0240e-02 1.1271e-01 4.2481e+03 3.4420e+03 5.6530e+04 4.5206e+02 1.1367e+02 1.0181e+03 6.8382e-05 2.0245e-05 3.2929e-04 4.2423e-01 5.7577e-01 0.0000e+00 8.9179e-01 1.0821e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.6600e+00 1.8000e+07 5.8315e+02 4.7958e+03 2.3660e-08 8.4867e-01 3.8624e-02 1.1271e-01 4.3328e+03 3.6254e+03 5.6553e+04 4.4735e+02 1.1994e+02 1.0185e+03 6.7214e-05 2.0645e-05 3.2929e-04 4.4441e-01 5.5559e-01 0.0000e+00 8.9142e-01 1.0858e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.6800e+00 1.9000e+07 5.8315e+02 4.9081e+03 2.2657e-08 8.6110e-01 2.6192e-02 1.1271e-01 4.4188e+03 3.8061e+03 5.6576e+04 4.4254e+02 1.2633e+02 1.0189e+03 6.6034e-05 2.1068e-05 3.2929e-04 4.6414e-01 5.3586e-01 0.0000e+00 8.9072e-01 1.0928e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.7000e+00 2.0000e+07 5.8315e+02 5.0183e+03 2.1788e-08 8.7455e-01 1.2742e-02 1.1271e-01 4.5061e+03 3.9839e+03 5.6600e+04 4.3761e+02 1.3286e+02 1.0194e+03 6.4840e-05 2.1517e-05 3.2929e-04 4.8347e-01 5.1653e-01 0.0000e+00 8.8972e-01 1.1028e-01 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.7200e+00 2.1000e+07 5.8315e+02 5.1233e+03 1.5507e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.5927e+03 4.5927e+03 5.6623e+04 4.3410e+02 4.3410e+02 1.0198e+03 6.4038e-05 6.4038e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.7400e+00 2.2000e+07 5.8315e+02 5.2003e+03 1.4379e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.6625e+03 4.6625e+03 5.6647e+04 4.4069e+02 4.4069e+02 1.0202e+03 6.5972e-05 6.5972e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.7600e+00 2.3000e+07 5.8315e+02 5.2730e+03 1.3388e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.7283e+03 4.7283e+03 5.6670e+04 4.4691e+02 4.4691e+02 1.0206e+03 6.7891e-05 6.7891e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.7800e+00 2.4000e+07 5.8315e+02 5.3417e+03 1.2511e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.7905e+03 4.7905e+03 5.6694e+04 4.5280e+02 4.5280e+02 1.0211e+03 6.9797e-05 6.9797e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.8000e+00 2.5000e+07 5.8315e+02 5.4068e+03 1.1730e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.8495e+03 4.8495e+03 5.6717e+04 4.5837e+02 4.5837e+02 1.0215e+03 7.1695e-05 7.1695e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.8200e+00 2.6000e+07 5.8315e+02 5.4686e+03 1.1031e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.9055e+03 4.9055e+03 5.6741e+04 4.6367e+02 4.6367e+02 1.0219e+03 7.3587e-05 7.3587e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.8400e+00 2.7000e+07 5.8315e+02 5.5275e+03 1.0402e-08 8.8729e-01 0.0000e+00 1.1271e-01 4.9589e+03 4.9589e+03 5.6765e+04 4.6872e+02 4.6872e+02 1.0223e+03 7.5475e-05 7.5475e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.8600e+00 2.8000e+07 5.8315e+02 5.5837e+03 9.8334e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.0099e+03 5.0099e+03 5.6788e+04 4.7353e+02 4.7353e+02 1.0228e+03 7.7360e-05 7.7360e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.8800e+00 2.9000e+07 5.8315e+02 5.6374e+03 9.3169e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.0586e+03 5.0586e+03 5.6812e+04 4.7814e+02 4.7814e+02 1.0232e+03 7.9245e-05 7.9245e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.9000e+00 3.0000e+07 5.8315e+02 5.6888e+03 8.8460e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.1052e+03 5.1052e+03 5.6835e+04 4.8254e+02 4.8254e+02 1.0236e+03 8.1131e-05 8.1131e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.9200e+00 3.1000e+07 5.8315e+02 5.7381e+03 8.4151e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.1499e+03 5.1499e+03 5.6859e+04 4.8677e+02 4.8677e+02 1.0240e+03 8.3018e-05 8.3018e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.9400e+00 3.2000e+07 5.8315e+02 5.7854e+03 8.0196e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.1929e+03 5.1929e+03 5.6882e+04 4.9083e+02 4.9083e+02 1.0245e+03 8.4907e-05 8.4907e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.9600e+00 3.3000e+07 5.8315e+02 5.8309e+03 7.6552e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.2342e+03 5.2342e+03 5.6906e+04 4.9473e+02 4.9473e+02 1.0249e+03 8.6800e-05 8.6800e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +1.9800e+00 3.4000e+07 5.8315e+02 5.8747e+03 7.3187e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.2739e+03 5.2739e+03 5.6930e+04 4.9849e+02 4.9849e+02 1.0253e+03 8.8696e-05 8.8696e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 +2.0000e+00 3.5000e+07 5.8315e+02 5.9169e+03 7.0071e-09 8.8729e-01 0.0000e+00 1.1271e-01 5.3122e+03 5.3122e+03 5.6953e+04 5.0211e+02 5.0211e+02 1.0257e+03 9.0597e-05 9.0597e-05 3.2929e-04 5.0000e-01 5.0000e-01 0.0000e+00 9.1515e-01 8.4850e-02 0.0000e+00 0.0000e+00 0.0000e+00 1.0000e+00 diff --git a/src/coreComponents/unitTests/constitutiveTests/testReactiveFluid.cpp b/src/coreComponents/unitTests/constitutiveTests/testReactiveFluid.cpp index 18bac11d64..8ad1df7c3b 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testReactiveFluid.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testReactiveFluid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testRelPerm.cpp b/src/coreComponents/unitTests/constitutiveTests/testRelPerm.cpp index d2526d367c..b8aeeb671f 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testRelPerm.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testRelPerm.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testRelPermHysteresis.cpp b/src/coreComponents/unitTests/constitutiveTests/testRelPermHysteresis.cpp index 292957072b..f6476d1d97 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testRelPermHysteresis.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testRelPermHysteresis.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/constitutiveTests/testTriaxial.cpp b/src/coreComponents/unitTests/constitutiveTests/testTriaxial.cpp index e208b9720a..9dd8301388 100644 --- a/src/coreComponents/unitTests/constitutiveTests/testTriaxial.cpp +++ b/src/coreComponents/unitTests/constitutiveTests/testTriaxial.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/dataRepositoryTests/testGroupPath.cpp b/src/coreComponents/unitTests/dataRepositoryTests/testGroupPath.cpp index 032d6a191a..00e05ab421 100644 --- a/src/coreComponents/unitTests/dataRepositoryTests/testGroupPath.cpp +++ b/src/coreComponents/unitTests/dataRepositoryTests/testGroupPath.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/dataRepositoryTests/testObjectCatalog.cpp b/src/coreComponents/unitTests/dataRepositoryTests/testObjectCatalog.cpp index e511c09a0e..586e4fb3bc 100644 --- a/src/coreComponents/unitTests/dataRepositoryTests/testObjectCatalog.cpp +++ b/src/coreComponents/unitTests/dataRepositoryTests/testObjectCatalog.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/dataRepositoryTests/testRestartBasic.cpp b/src/coreComponents/unitTests/dataRepositoryTests/testRestartBasic.cpp index e77aae20bf..e7e061384c 100644 --- a/src/coreComponents/unitTests/dataRepositoryTests/testRestartBasic.cpp +++ b/src/coreComponents/unitTests/dataRepositoryTests/testRestartBasic.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/dataRepositoryTests/testRestartExtended.cpp b/src/coreComponents/unitTests/dataRepositoryTests/testRestartExtended.cpp index 48d30aa475..7acc2d9b07 100644 --- a/src/coreComponents/unitTests/dataRepositoryTests/testRestartExtended.cpp +++ b/src/coreComponents/unitTests/dataRepositoryTests/testRestartExtended.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/dataRepositoryTests/testWrapperHelpers.cpp b/src/coreComponents/unitTests/dataRepositoryTests/testWrapperHelpers.cpp index 2d06ad0fcc..b93b4615e8 100644 --- a/src/coreComponents/unitTests/dataRepositoryTests/testWrapperHelpers.cpp +++ b/src/coreComponents/unitTests/dataRepositoryTests/testWrapperHelpers.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/dataRepositoryTests/utils.hpp b/src/coreComponents/unitTests/dataRepositoryTests/utils.hpp index 79b749fa98..9757182f66 100644 --- a/src/coreComponents/unitTests/dataRepositoryTests/utils.hpp +++ b/src/coreComponents/unitTests/dataRepositoryTests/utils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fieldSpecificationTests/testAquiferBoundaryCondition.cpp b/src/coreComponents/unitTests/fieldSpecificationTests/testAquiferBoundaryCondition.cpp index 05de91b1a6..9d20070af0 100644 --- a/src/coreComponents/unitTests/fieldSpecificationTests/testAquiferBoundaryCondition.cpp +++ b/src/coreComponents/unitTests/fieldSpecificationTests/testAquiferBoundaryCondition.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -37,7 +37,7 @@ TEST( FieldSpecification, Aquifer ) AquiferBoundaryCondition & aquiferBC = dynamicCast< AquiferBoundaryCondition & >( *fieldSpecificationManager.createChild( "Aquifer", "aquiferBoundaryCondition" ) ); - // set up the aquifer as in the simulation matched against IX + // set up the aquifer auto & aquiferPorosity = aquiferBC.getReference< real64 >( AquiferBoundaryCondition::viewKeyStruct::aquiferPorosityString() ); aquiferPorosity = 2e-1; @@ -89,7 +89,7 @@ TEST( FieldSpecification, Aquifer ) areaFraction, dAquiferVolFlux_dPres ); - // observed flux value in the simulation matched against IX + // observed flux value real64 const refAquiferVolFlux = -0.2043541482797776; ASSERT_NEAR( refAquiferVolFlux, aquiferVolFlux, 1e-10 ); diff --git a/src/coreComponents/unitTests/fieldSpecificationTests/testFieldSpecificationsEnums.cpp b/src/coreComponents/unitTests/fieldSpecificationTests/testFieldSpecificationsEnums.cpp index 0a4cd2d67d..0f800b4e8a 100644 --- a/src/coreComponents/unitTests/fieldSpecificationTests/testFieldSpecificationsEnums.cpp +++ b/src/coreComponents/unitTests/fieldSpecificationTests/testFieldSpecificationsEnums.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fieldSpecificationTests/testRecursiveFieldApplication.cpp b/src/coreComponents/unitTests/fieldSpecificationTests/testRecursiveFieldApplication.cpp index 12288b381e..0e948a6433 100644 --- a/src/coreComponents/unitTests/fieldSpecificationTests/testRecursiveFieldApplication.cpp +++ b/src/coreComponents/unitTests/fieldSpecificationTests/testRecursiveFieldApplication.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fileIOTests/testHDFFile.cpp b/src/coreComponents/unitTests/fileIOTests/testHDFFile.cpp index dc759b01c7..ea44608f06 100644 --- a/src/coreComponents/unitTests/fileIOTests/testHDFFile.cpp +++ b/src/coreComponents/unitTests/fileIOTests/testHDFFile.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fileIOTests/testHDFParallelFile.cpp b/src/coreComponents/unitTests/fileIOTests/testHDFParallelFile.cpp index 1a8e7ca460..a447019d85 100644 --- a/src/coreComponents/unitTests/fileIOTests/testHDFParallelFile.cpp +++ b/src/coreComponents/unitTests/fileIOTests/testHDFParallelFile.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/finiteVolumeTests/testMimeticInnerProducts.cpp b/src/coreComponents/unitTests/finiteVolumeTests/testMimeticInnerProducts.cpp index df8f7af001..b00f24fc4e 100644 --- a/src/coreComponents/unitTests/finiteVolumeTests/testMimeticInnerProducts.cpp +++ b/src/coreComponents/unitTests/finiteVolumeTests/testMimeticInnerProducts.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testCompFlowUtils.hpp b/src/coreComponents/unitTests/fluidFlowTests/testCompFlowUtils.hpp index 791e5fe860..d9790a2aa7 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testCompFlowUtils.hpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testCompFlowUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlow.cpp b/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlow.cpp index 31f816164e..0bb997307c 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlow.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlow.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlowHybrid.cpp b/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlowHybrid.cpp index 298427c367..e4e10ede8d 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlowHybrid.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testCompMultiphaseFlowHybrid.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testFlowKernelHelpers.hpp b/src/coreComponents/unitTests/fluidFlowTests/testFlowKernelHelpers.hpp index cecdd689fe..c1c1fcaf6e 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testFlowKernelHelpers.hpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testFlowKernelHelpers.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testFlowStatistics.cpp b/src/coreComponents/unitTests/fluidFlowTests/testFlowStatistics.cpp index 4ac4c12786..9258009135 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testFlowStatistics.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testFlowStatistics.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testFlowUtils.hpp b/src/coreComponents/unitTests/fluidFlowTests/testFlowUtils.hpp index 7e04abc48c..d1408c90c4 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testFlowUtils.hpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testFlowUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testReactiveCompositionalMultiphaseOBL.cpp b/src/coreComponents/unitTests/fluidFlowTests/testReactiveCompositionalMultiphaseOBL.cpp index a50242801f..cc46cda8af 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testReactiveCompositionalMultiphaseOBL.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testReactiveCompositionalMultiphaseOBL.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testSingleFlowUtils.hpp b/src/coreComponents/unitTests/fluidFlowTests/testSingleFlowUtils.hpp index d42ca9877c..1b139d1191 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testSingleFlowUtils.hpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testSingleFlowUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseFVMKernels.cpp b/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseFVMKernels.cpp index 31ec3c9951..6e9302a4ad 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseFVMKernels.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseFVMKernels.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseMobilityKernel.cpp b/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseMobilityKernel.cpp index b48cb9d4cf..6b10d8a3d3 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseMobilityKernel.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testSinglePhaseMobilityKernel.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testThermalCompMultiphaseFlow.cpp b/src/coreComponents/unitTests/fluidFlowTests/testThermalCompMultiphaseFlow.cpp index 1eb5ce7c95..90a8e454cd 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testThermalCompMultiphaseFlow.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testThermalCompMultiphaseFlow.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testThermalSinglePhaseFlow.cpp b/src/coreComponents/unitTests/fluidFlowTests/testThermalSinglePhaseFlow.cpp index f0eea49be3..b98ae8bbce 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testThermalSinglePhaseFlow.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testThermalSinglePhaseFlow.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/fluidFlowTests/testTransmissibility.cpp b/src/coreComponents/unitTests/fluidFlowTests/testTransmissibility.cpp index b35b824f62..ddc0d07463 100644 --- a/src/coreComponents/unitTests/fluidFlowTests/testTransmissibility.cpp +++ b/src/coreComponents/unitTests/fluidFlowTests/testTransmissibility.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/unitTests/linearAlgebraTests/testDofManager.cpp b/src/coreComponents/unitTests/linearAlgebraTests/testDofManager.cpp index 306653cc7f..d707e9a06e 100644 --- a/src/coreComponents/unitTests/linearAlgebraTests/testDofManager.cpp +++ b/src/coreComponents/unitTests/linearAlgebraTests/testDofManager.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/linearAlgebraTests/testDofManagerUtils.hpp b/src/coreComponents/unitTests/linearAlgebraTests/testDofManagerUtils.hpp index 6f4cb6d502..4c6c41ad02 100644 --- a/src/coreComponents/unitTests/linearAlgebraTests/testDofManagerUtils.hpp +++ b/src/coreComponents/unitTests/linearAlgebraTests/testDofManagerUtils.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/linearAlgebraTests/testLAIHelperFunctions.cpp b/src/coreComponents/unitTests/linearAlgebraTests/testLAIHelperFunctions.cpp index a6ba2385b9..dc63258877 100644 --- a/src/coreComponents/unitTests/linearAlgebraTests/testLAIHelperFunctions.cpp +++ b/src/coreComponents/unitTests/linearAlgebraTests/testLAIHelperFunctions.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/meshTests/meshDirName.hpp.in b/src/coreComponents/unitTests/meshTests/meshDirName.hpp.in index c244f79e62..68b452a272 100644 --- a/src/coreComponents/unitTests/meshTests/meshDirName.hpp.in +++ b/src/coreComponents/unitTests/meshTests/meshDirName.hpp.in @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/meshTests/testElementRegions.cpp b/src/coreComponents/unitTests/meshTests/testElementRegions.cpp index 3202f0b71f..571fe59973 100644 --- a/src/coreComponents/unitTests/meshTests/testElementRegions.cpp +++ b/src/coreComponents/unitTests/meshTests/testElementRegions.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/meshTests/testMeshEnums.cpp b/src/coreComponents/unitTests/meshTests/testMeshEnums.cpp index 3dad8b1673..b014e19343 100644 --- a/src/coreComponents/unitTests/meshTests/testMeshEnums.cpp +++ b/src/coreComponents/unitTests/meshTests/testMeshEnums.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/meshTests/testMeshGeneration.cpp b/src/coreComponents/unitTests/meshTests/testMeshGeneration.cpp index cb0bc13651..2655a93c49 100644 --- a/src/coreComponents/unitTests/meshTests/testMeshGeneration.cpp +++ b/src/coreComponents/unitTests/meshTests/testMeshGeneration.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/meshTests/testNeighborCommunicator.cpp b/src/coreComponents/unitTests/meshTests/testNeighborCommunicator.cpp index 31fa9918fe..cc7200e922 100644 --- a/src/coreComponents/unitTests/meshTests/testNeighborCommunicator.cpp +++ b/src/coreComponents/unitTests/meshTests/testNeighborCommunicator.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/meshTests/testVTKImport.cpp b/src/coreComponents/unitTests/meshTests/testVTKImport.cpp index 38dbd02ced..5ca9043b0c 100644 --- a/src/coreComponents/unitTests/meshTests/testVTKImport.cpp +++ b/src/coreComponents/unitTests/meshTests/testVTKImport.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/testingUtilities/TestingTasks.cpp b/src/coreComponents/unitTests/testingUtilities/TestingTasks.cpp index 1a0cdda6e2..0a1e4644f9 100644 --- a/src/coreComponents/unitTests/testingUtilities/TestingTasks.cpp +++ b/src/coreComponents/unitTests/testingUtilities/TestingTasks.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/testingUtilities/TestingTasks.hpp b/src/coreComponents/unitTests/testingUtilities/TestingTasks.hpp index 0080b79c74..fb4dfa359f 100644 --- a/src/coreComponents/unitTests/testingUtilities/TestingTasks.hpp +++ b/src/coreComponents/unitTests/testingUtilities/TestingTasks.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/toolchain/testToolchain.cpp b/src/coreComponents/unitTests/toolchain/testToolchain.cpp index 8c5ff278d9..5bb8eb0ccc 100644 --- a/src/coreComponents/unitTests/toolchain/testToolchain.cpp +++ b/src/coreComponents/unitTests/toolchain/testToolchain.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/virtualElementTests/testConformingVirtualElementOrder1.cpp b/src/coreComponents/unitTests/virtualElementTests/testConformingVirtualElementOrder1.cpp index 0344a73c89..266ce88d43 100644 --- a/src/coreComponents/unitTests/virtualElementTests/testConformingVirtualElementOrder1.cpp +++ b/src/coreComponents/unitTests/virtualElementTests/testConformingVirtualElementOrder1.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wavePropagationTests/CMakeLists.txt b/src/coreComponents/unitTests/wavePropagationTests/CMakeLists.txt index fab0a741e7..c1296f06b1 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/CMakeLists.txt +++ b/src/coreComponents/unitTests/wavePropagationTests/CMakeLists.txt @@ -6,7 +6,9 @@ set( gtest_geosx_tests testWavePropagationDAS.cpp testWavePropagationElasticVTI.cpp testWavePropagationAttenuation.cpp - testWavePropagationAcousticFirstOrder.cpp ) + testWavePropagationAcousticFirstOrder.cpp + testWavePropagationAdjoint1.cpp + ) set( tplDependencyList ${parallelDeps} gtest ) diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagation.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagation.cpp index f2e52c6830..18902b383c 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagation.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagation.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -198,7 +198,11 @@ TEST_F( AcousticWaveEquationSEMTest, SeismoTrace ) //Assert on time-step computed with the automatci time-step routine real64 const dtOut = propagator->getReference< real64 >( AcousticWaveEquationSEM::viewKeyStruct::timeStepString() ); - ASSERT_TRUE( dtOut < 0.04 ); + real64 const Vp = 1500.0; + real64 const h = 100.0; + real64 const cflConstant = 1/sqrt( 3 ); + real64 const dtTheo = (cflConstant*h)/Vp; + ASSERT_TRUE( dtOut < dtTheo ); real64 time_n = time; // run for 1s (10 steps) diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAcousticFirstOrder.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAcousticFirstOrder.cpp index bb9a6eef28..a161fcd24c 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAcousticFirstOrder.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAcousticFirstOrder.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAdjoint1.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAdjoint1.cpp new file mode 100644 index 0000000000..fb4bcd943e --- /dev/null +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAdjoint1.cpp @@ -0,0 +1,404 @@ +/* + * ------------------------------------------------------------------------------------------------------------ + * SPDX-License-Identifier: LGPL-2.1-only + * + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors + * All rights reserved + * + * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. + * ------------------------------------------------------------------------------------------------------------ + */ + +// using some utility classes from the following unit test +#include "unitTests/fluidFlowTests/testCompFlowUtils.hpp" + +#include "common/DataTypes.hpp" +#include "mainInterface/initialization.hpp" +#include "mainInterface/ProblemManager.hpp" +#include "mesh/DomainPartition.hpp" +#include "mainInterface/GeosxState.hpp" +#include "physicsSolvers/PhysicsSolverManager.hpp" +#include "physicsSolvers/wavePropagation/shared/WaveSolverBase.hpp" +#include "physicsSolvers/wavePropagation/sem/acoustic/secondOrderEqn/isotropic/AcousticWaveEquationSEM.hpp" + +#include + +using namespace geos; +using namespace geos::dataRepository; +using namespace geos::testing; + +CommandLineOptions g_commandLineOptions; + +// This unit test checks the interpolation done to extract seismic traces from a wavefield. +// It computes a seismogram at a receiver co-located with the source and compares it to the surrounding receivers. +char const * xmlInput = + R"xml( + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + )xml"; + +class AcousticWaveEquationSEMTest : public ::testing::Test +{ +public: + + AcousticWaveEquationSEMTest(): + state( std::make_unique< CommandLineOptions >( g_commandLineOptions ) ) + {} + +protected: + + void SetUp() override + { + setupProblemFromXML( state.getProblemManager(), xmlInput ); + } + + static real64 constexpr time = 0.0; + static real64 constexpr dt = 5e-3; + static real64 constexpr eps = std::numeric_limits< real64 >::epsilon(); + + GeosxState state; + AcousticWaveEquationSEM * propagator; +}; + +real64 constexpr AcousticWaveEquationSEMTest::time; +real64 constexpr AcousticWaveEquationSEMTest::dt; +real64 constexpr AcousticWaveEquationSEMTest::eps; + +TEST_F( AcousticWaveEquationSEMTest, SeismoTrace ) +{ + + DomainPartition & domain = state.getProblemManager().getDomainPartition(); + propagator = &state.getProblemManager().getPhysicsSolverManager().getGroup< AcousticWaveEquationSEM >( "acousticSolver" ); + + // Check source term (sourceCoordinates and sourceValue) + array2d< real32 > rhsForward; + rhsForward.resize( 51, 1 ); + real32 * ptrTimeSourceFrequency = &propagator->getReference< real32 >( AcousticWaveEquationSEM::viewKeyStruct::timeSourceFrequencyString() ); + real32 * ptrTimeSourceDelay = &propagator->getReference< real32 >( AcousticWaveEquationSEM::viewKeyStruct::timeSourceDelayString() ); + localIndex * ptrRickerOrder = &propagator->getReference< localIndex >( AcousticWaveEquationSEM::viewKeyStruct::rickerOrderString() ); + + real64 time_n = time; + std::cout << "Begin forward:" << time_n << std::endl; + // run for 0.25s (100 steps) + for( int i=0; i<50; i++ ) + { + rhsForward[i][0]=WaveSolverUtils::evaluateRicker( time_n, *ptrTimeSourceFrequency, *ptrTimeSourceDelay, *ptrRickerOrder ); + propagator->explicitStepForward( time_n, dt, i, domain, false ); + time_n += dt; + } + // cleanup (triggers calculation of the remaining seismograms data points) + propagator->cleanup( 1.0, 50, 0, 0, domain ); + + // retrieve seismo + arrayView2d< real32 > const pReceivers = propagator->getReference< array2d< real32 > >( AcousticWaveEquationSEM::viewKeyStruct::pressureNp1AtReceiversString() ).toView(); + + // move it to CPU, if needed + pReceivers.move( hostMemorySpace, false ); + + // check number of seismos and trace length + ASSERT_EQ( pReceivers.size( 1 ), 5 ); + ASSERT_EQ( pReceivers.size( 0 ), 51 ); + + /*----------Save receiver forward----------------------*/ + array2d< real32 > uForward; + uForward.resize( 51, 1 ); + + // save receiver value forward on uForward. + for( int i = 0; i < 51; i++ ) + { + /*std::cout << "time: " << i*dt << std::endl; + std::cout << "pReceivers1 " << i << ":" << pReceivers[i][0] << std::endl; + std::cout << "pReceivers2 " << i << ":" << pReceivers[i][1] << std::endl; + std::cout << "pReceivers3 " << i << ":" << pReceivers[i][2] << std::endl; + std::cout << "pReceivers4 " << i << ":" << pReceivers[i][3] << std::endl; + std::cout << "rhsForward " << i << ":" << rhsForward[i][0] << std::endl;*/ + uForward[i][0] = pReceivers[i][0]; + pReceivers[i][0] = 0.; + pReceivers[i][1] = 0.; + pReceivers[i][2] = 0.; + pReceivers[i][3] = 0.; + } + + ASSERT_EQ( rhsForward.size( 1 ), 1 ); + ASSERT_EQ( rhsForward.size( 0 ), 51 ); + + arrayView2d< localIndex > const rNodeIds = propagator->getReference< array2d< localIndex > >( AcousticWaveEquationSEM::viewKeyStruct::receiverNodeIdsString() ).toView(); + rNodeIds.move( hostMemorySpace, false ); + localIndex sNodesIdsAfterModif=rNodeIds[0][0]; + std::cout << "ref back sNodeIds[0][0]:" << sNodesIdsAfterModif << std::endl; + + /*---------------------------------------------------*/ + + std::cout << "Begin backward:" << time_n << std::endl; + + //----------Switch source and receiver1 position for backward----------------------// + arrayView2d< real64 > const sCoord = propagator->getReference< array2d< real64 > >( AcousticWaveEquationSEM::viewKeyStruct::sourceCoordinatesString() ).toView(); + arrayView2d< real64 > const rCoord = propagator->getReference< array2d< real64 > >( AcousticWaveEquationSEM::viewKeyStruct::receiverCoordinatesString() ).toView(); + + for( int i = 0; i < 3; i++ ) + { + real64 tmp_double; + tmp_double=rCoord[0][i]; + rCoord[0][i]=sCoord[0][i]; + sCoord[0][i]=tmp_double; + } + + sCoord.registerTouch( hostMemorySpace ); + rCoord.registerTouch( hostMemorySpace ); + + std::cout << "sCoord :" << sCoord[0][0] <<" "<< sCoord[0][1] <<" "<< sCoord[0][2] << std::endl; + std::cout << "rCoord1 :" << rCoord[0][0] <<" "<< rCoord[0][1] <<" "<< rCoord[0][2] << std::endl; + std::cout << "rCoord2 :" << rCoord[1][0] <<" "<< rCoord[1][1] <<" "<< rCoord[1][2] << std::endl; + std::cout << "rCoord3 :" << rCoord[2][0] <<" "<< rCoord[2][1] <<" "<< rCoord[2][2] << std::endl; + std::cout << "rCoord4 :" << rCoord[3][0] <<" "<< rCoord[3][1] <<" "<< rCoord[3][2] << std::endl; + + //change timeSourceFrequency + std::cout << "timeSourceFrequency forward:" << *ptrTimeSourceFrequency << std::endl; + real32 newTimeFreq=2; + *ptrTimeSourceFrequency = newTimeFreq; + std::cout << "timeSourceFrequency backward:" << *ptrTimeSourceFrequency << std::endl; + + //reinit m_indexSeismoTrace + localIndex * ptrISeismo = &propagator->getReference< localIndex >( AcousticWaveEquationSEM::viewKeyStruct::indexSeismoTraceString() ); + *ptrISeismo = pReceivers.size( 0 )-1; + //reinit m_forward + localIndex * ptrForward = &propagator->getReference< localIndex >( AcousticWaveEquationSEM::viewKeyStruct::forwardString() ); + *ptrForward = 0; + + //"propagator->reinit()" not enough because state field not reinit to zero + //propagator->reinit(); + state.getProblemManager().applyInitialConditions(); + + array2d< real32 > rhsBackward; + rhsBackward.resize( 51, 1 ); + + arrayView2d< localIndex > const sNodeIds_new2 = propagator->getReference< array2d< localIndex > >( AcousticWaveEquationSEM::viewKeyStruct::sourceNodeIdsString() ).toView(); + sNodeIds_new2.move( hostMemorySpace, false ); + std::cout << "sNodeIds[0][0] second get2:" << sNodeIds_new2[0][0] << std::endl; + ASSERT_TRUE( sNodeIds_new2[0][0] == sNodesIdsAfterModif ); + + /*---------------------------------------------------*/ + // run backward solver + for( int i = 50; i > 0; i-- ) + { + rhsBackward[i][0]=WaveSolverUtils::evaluateRicker( time_n, *ptrTimeSourceFrequency, *ptrTimeSourceDelay, *ptrRickerOrder ); + propagator->explicitStepBackward( time_n, dt, i, domain, false ); + time_n -= dt; + //check source node in backward loop + arrayView2d< localIndex > const sNodeIds_loop = propagator->getReference< array2d< localIndex > >( AcousticWaveEquationSEM::viewKeyStruct::sourceNodeIdsString() ).toView(); + sNodeIds_loop.move( hostMemorySpace, false ); + ASSERT_TRUE( sNodeIds_loop[0][0] == sNodesIdsAfterModif ); + } + + // move it to CPU, if needed + pReceivers.move( hostMemorySpace, false ); + + localIndex mForward2 = propagator->getReference< localIndex >( AcousticWaveEquationSEM::viewKeyStruct::forwardString() ); + std::cout << "m_forward second get:" << mForward2 << std::endl; + ASSERT_TRUE( mForward2 == 0 ); + + arrayView2d< localIndex > const sNodeIds_new3 = propagator->getReference< array2d< localIndex > >( AcousticWaveEquationSEM::viewKeyStruct::sourceNodeIdsString() ).toView(); + sNodeIds_new3.move( hostMemorySpace, false ); + std::cout << "sNodeIds[0][0] get3:" << sNodeIds_new3[0][0] << std::endl; + ASSERT_TRUE( sNodeIds_new3[0][0] == sNodesIdsAfterModif ); + + real32 const timeSourceFrequency_new = propagator->getReference< real32 >( AcousticWaveEquationSEM::viewKeyStruct::timeSourceFrequencyString() ); + ASSERT_TRUE( std::abs( timeSourceFrequency_new - newTimeFreq ) < 1.e-8 ); + + /*std::cout << "pReceiver size(0):" << pReceivers.size(0) << std::endl; + std::cout << "pReceiver size(1):" << pReceivers.size(1) << std::endl;*/ + + + /*----------Save receiver backward----------------------*/ + array2d< real32 > qBackward; + qBackward.resize( 51, 1 ); + + real32 sum_ufb=0.; + real32 sum_qff=0.; + real32 sum_u2=0.; + real32 sum_q2=0.; + real32 sum_ff2=0.; + real32 sum_fb2=0.; + + // fill backward field at receiver. + for( int i=50; i > 0; i-- ) + { + /*std::cout << "back time: " << i*dt << std::endl; + std::cout << "back pReceivers1 " << i << ":" << pReceivers[i][0] << std::endl; + std::cout << "back pReceivers2 " << i << ":" << pReceivers[i][1] << std::endl; + std::cout << "back pReceivers3 " << i << ":" << pReceivers[i][2] << std::endl; + std::cout << "back pReceivers4 " << i << ":" << pReceivers[i][3] << std::endl; + std::cout << "back rhsBackward " << i << ":" << rhsBackward[i][0] << std::endl;*/ + qBackward[i][0] = pReceivers[i][0]; + } + + //check transitivity with sum + for( int i=0; i<51; i++ ) + { + sum_ufb += uForward[i][0]*rhsBackward[i][0]; + sum_qff += qBackward[i][0]*rhsForward[i][0]; + + sum_u2 += uForward[i][0]*uForward[i][0]; + sum_q2 += qBackward[i][0]*qBackward[i][0]; + sum_ff2 += rhsForward[i][0]*rhsForward[i][0]; + sum_fb2 += rhsBackward[i][0]*rhsBackward[i][0]; + /*std::cout << "sum evol sum_ufb:" << sum_ufb << " / sum_qff:" << sum_qff << std::endl; + std::cout << "uForward:" << uForward[i][0] << " / qBackward:" << qBackward[i][0] << std::endl; + std::cout << "ufb:" << uForward[i][0]*rhsBackward[i][0] << " / qff:" << qBackward[i][0]*rhsForward[i][0] << std::endl;*/ + } + + // check scalar products and are non null + ASSERT_TRUE( sum_ufb > 1.e-8 ); + ASSERT_TRUE( sum_qff > 1.e-8 ); + + // check || - ||/max(||f||.||q||,||f'||.||u||) < 10^1or2 x epsilon_machine with f rhs direct and f' rhs backward + std::cout << ": " << sum_ufb << " / : " << sum_qff << std::endl; + std::cout << "|| - ||=" << std::abs( sum_ufb-sum_qff ) << " / ||f||.||q||=" << std::sqrt( sum_q2*sum_ff2 ); + std::cout << " / ||f'||.||u||=" << std::sqrt( sum_fb2*sum_u2 ) << " / ||f||.||f'||=" << std::sqrt( sum_ff2*sum_fb2 ) << std::endl; + real32 diffToCheck; + diffToCheck=std::abs( sum_ufb-sum_qff ) / std::max( std::sqrt( sum_fb2*sum_u2 ), std::sqrt( sum_q2*sum_ff2 )); + std::cout << " Diff to compare with 2.e-4: " << diffToCheck << std::endl; + ASSERT_TRUE( diffToCheck < 2.e-4 ); +} + +int main( int argc, char * * argv ) +{ + ::testing::InitGoogleTest( &argc, argv ); + g_commandLineOptions = *geos::basicSetup( argc, argv ); + int const result = RUN_ALL_TESTS(); + geos::basicCleanup(); + return result; +} diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAttenuation.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAttenuation.cpp index fed816e502..8f6e2ccbc5 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAttenuation.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationAttenuation.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationDAS.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationDAS.cpp index 4446ac3a94..e63c563095 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationDAS.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationDAS.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors @@ -188,7 +188,7 @@ TEST_F( ElasticWaveEquationSEMTest, SeismoTrace ) //Assert on time-step computed with the automatci time-step routine real64 const dtOut = propagator->getReference< real64 >( ElasticWaveEquationSEM::viewKeyStruct::timeStepString() ); - ASSERT_TRUE( dtOut < 0.04 ); + ASSERT_TRUE( dtOut < 0.05 ); // retrieve seismo diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticFirstOrder.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticFirstOrder.cpp index 10fa8cae06..294cf5eafc 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticFirstOrder.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticFirstOrder.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticVTI.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticVTI.cpp index 136e7ab17f..85ee6da6dc 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticVTI.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationElasticVTI.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationQ2.cpp b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationQ2.cpp index ad2e70b9b5..bbb0352d6f 100644 --- a/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationQ2.cpp +++ b/src/coreComponents/unitTests/wavePropagationTests/testWavePropagationQ2.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseMSWells.cpp b/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseMSWells.cpp index a84c14960a..d329810880 100644 --- a/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseMSWells.cpp +++ b/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseMSWells.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseSSWells.cpp b/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseSSWells.cpp index 59bf376559..35551790c5 100644 --- a/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseSSWells.cpp +++ b/src/coreComponents/unitTests/wellsTests/testIsothermalReservoirCompositionalMultiphaseSSWells.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/unitTests/wellsTests/testReservoirCompositionalMultiphaseMSWells.cpp b/src/coreComponents/unitTests/wellsTests/testReservoirCompositionalMultiphaseMSWells.cpp index bc18b9af46..e16b651723 100644 --- a/src/coreComponents/unitTests/wellsTests/testReservoirCompositionalMultiphaseMSWells.cpp +++ b/src/coreComponents/unitTests/wellsTests/testReservoirCompositionalMultiphaseMSWells.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wellsTests/testReservoirSinglePhaseMSWells.cpp b/src/coreComponents/unitTests/wellsTests/testReservoirSinglePhaseMSWells.cpp index 7441e826c2..948dbc5017 100644 --- a/src/coreComponents/unitTests/wellsTests/testReservoirSinglePhaseMSWells.cpp +++ b/src/coreComponents/unitTests/wellsTests/testReservoirSinglePhaseMSWells.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseMSWells.cpp b/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseMSWells.cpp index e87c1c823e..c28abf070b 100644 --- a/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseMSWells.cpp +++ b/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseMSWells.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseSSWells.cpp b/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseSSWells.cpp index 11d96b731f..3c26e4d9f6 100644 --- a/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseSSWells.cpp +++ b/src/coreComponents/unitTests/wellsTests/testThermalReservoirCompositionalMultiphaseSSWells.cpp @@ -2,10 +2,11 @@ * ------------------------------------------------------------------------------------------------------------ * SPDX-License-Identifier: LGPL-2.1-only * - * Copyright (c) 2018-2020 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2020 The Board of Trustees of the Leland Stanford Junior University - * Copyright (c) 2018-2020 TotalEnergies - * Copyright (c) 2019- GEOSX Contributors + * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC + * Copyright (c) 2018-2024 TotalEnergies + * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University + * Copyright (c) 2023-2024 Chevron + * Copyright (c) 2019- GEOS/GEOSX Contributors * All rights reserved * * See top level LICENSE, COPYRIGHT, CONTRIBUTORS, NOTICE, and ACKNOWLEDGEMENTS files for details. diff --git a/src/coreComponents/unitTests/wellsTests/testWellEnums.cpp b/src/coreComponents/unitTests/wellsTests/testWellEnums.cpp index 192f3e50f7..27b318e451 100644 --- a/src/coreComponents/unitTests/wellsTests/testWellEnums.cpp +++ b/src/coreComponents/unitTests/wellsTests/testWellEnums.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/xmlTests/testXML.cpp b/src/coreComponents/unitTests/xmlTests/testXML.cpp index 40fa4f64f9..0f2e4c90d6 100644 --- a/src/coreComponents/unitTests/xmlTests/testXML.cpp +++ b/src/coreComponents/unitTests/xmlTests/testXML.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/coreComponents/unitTests/xmlTests/testXMLFile.cpp b/src/coreComponents/unitTests/xmlTests/testXMLFile.cpp index 8d2231cc21..274a5d52e9 100644 --- a/src/coreComponents/unitTests/xmlTests/testXMLFile.cpp +++ b/src/coreComponents/unitTests/xmlTests/testXMLFile.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/docs/sphinx/developerGuide/Contributing/IntegratedTests.rst b/src/docs/sphinx/developerGuide/Contributing/IntegratedTests.rst index 2f712ee550..4841a4fab4 100644 --- a/src/docs/sphinx/developerGuide/Contributing/IntegratedTests.rst +++ b/src/docs/sphinx/developerGuide/Contributing/IntegratedTests.rst @@ -121,7 +121,7 @@ After building GEOS, the integrated tests can be triggered in the GEOS build dir .. note:: - The `make_ats_environment` and `ats_run` steps may require internet access to collect python packages and baseline files. + The `make ats_environment` and `make ats_run` steps may require internet access to collect python packages and baseline files. .. note:: diff --git a/src/externalComponents/newComponentTemplate/src/NewComponent.cpp b/src/externalComponents/newComponentTemplate/src/NewComponent.cpp index 2ce2383e17..a09a49ce42 100644 --- a/src/externalComponents/newComponentTemplate/src/NewComponent.cpp +++ b/src/externalComponents/newComponentTemplate/src/NewComponent.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/externalComponents/newComponentTemplate/src/NewComponent.hpp b/src/externalComponents/newComponentTemplate/src/NewComponent.hpp index 2dbfa595d0..9b8d0424f4 100644 --- a/src/externalComponents/newComponentTemplate/src/NewComponent.hpp +++ b/src/externalComponents/newComponentTemplate/src/NewComponent.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/externalComponents/newComponentTemplate/tests/testNewComponent.cpp b/src/externalComponents/newComponentTemplate/tests/testNewComponent.cpp index 9a9a521007..444e383922 100644 --- a/src/externalComponents/newComponentTemplate/tests/testNewComponent.cpp +++ b/src/externalComponents/newComponentTemplate/tests/testNewComponent.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/main/main.cpp b/src/main/main.cpp index 3904111aa1..4673f2e228 100644 --- a/src/main/main.cpp +++ b/src/main/main.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/pygeosx/pygeosx.cpp b/src/pygeosx/pygeosx.cpp index 75879623f5..3f3394307f 100644 --- a/src/pygeosx/pygeosx.cpp +++ b/src/pygeosx/pygeosx.cpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors diff --git a/src/pygeosx/pygeosx.hpp b/src/pygeosx/pygeosx.hpp index 0e54130019..087bbaa552 100644 --- a/src/pygeosx/pygeosx.hpp +++ b/src/pygeosx/pygeosx.hpp @@ -3,7 +3,7 @@ * SPDX-License-Identifier: LGPL-2.1-only * * Copyright (c) 2016-2024 Lawrence Livermore National Security LLC - * Copyright (c) 2018-2024 Total, S.A + * Copyright (c) 2018-2024 TotalEnergies * Copyright (c) 2018-2024 The Board of Trustees of the Leland Stanford Junior University * Copyright (c) 2023-2024 Chevron * Copyright (c) 2019- GEOS/GEOSX Contributors